ex parte memo - Booz Allen Hamilton; March 4, 2011 | Department...
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ex parte memo - Booz Allen Hamilton; March 4, 2011 ex parte memo - Booz Allen Hamilton; March 4, 2011 DOE is waiting for Booz Allen Hamilton (BAH) to provide documents and...
ex parte memo - Booz Allen Hamilton; March 4, 2011
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Disclaimer: DOE is waiting for Booz Allen Hamilton (BAH) to provide documents and information that can be publically shared. This memo discloses information discussed during the...
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the National Broadband Plan by Studying the Communications Requirements of Electric Utilities to Inform the Federal Smart Grid Policy Booz Allen Hamilton Response to Department...
John M. (Mike) McConnell Senior Vice President Booz Allen Hamilton
John M. (Mike) McConnell Senior Vice President Booz Allen Hamilton Former Director of National for the leading consulting firm, Booz Allen Hamilton, and he is a member of the firm's Leadership Team. Mr. Mc of Staff, as Director of the National Security Agency, and later as Senior Vice President with Booz Allen
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AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May Jun Jul(Summary) "ofEarly Career Scientists' ResearchTheMarketing,Energy andNews and updates fromNovemberNavalInformation on
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for mortgage payments (Booz-Allen and Hamilton 1977). SuchREFERENCES Booz-Allen and Hamilton, Inc. Methodology to
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energy policy, (author) Booz, Allen & Hamilton, Inc. , 1978.Bethesda, M D : Booz, Allen & Hamilton, Inc. The objective
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D.C. , 1994; Booz Allen Hamilton, Inc. Light rail transitD.C. , 2003; Booz Allen Hamilton, Inc. , Managing Capital
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Dear Friends, We are excited to share our 2013 Annual Report and to touch upon some of
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Gray, Wayne
/brings/schoem]@rpi.edu Kirk Burrows, & Brian Colder Booz Allen Hamilton [burrows_kirk/colder_brian]@bah.com Sage provides Hamilton (Booz Allen) which teamed with Planet 9 Studios and Rensselaer Polytechnic Institute to help make efforts while contributing innovative and creative research of its own. Sage is the vision of Booz Allen
ARCHIVED PUBLICATION The attached publication,
Gaithersburg, MD 20899-8930 1 Booz Allen Hamilton Inc. 3190 Fairview Park Drive Falls Church, VA 22042 July Goguen and Alexis Feringa from Booz Allen Hamilton wish to express their thanks to their colleagues Mamlouk from Booz Allen provided valuable insights that contributed substantially to the technical content
Buehrer, R. Michael
(13) GE (12) Booz Allen Hamilton (11) Boeing (10) Cvent (10) KPMG (10) U.S. Air Force (10) Whiting) Freddie Mac (6) Schlumberger (6) U.S. Naval Surface Warfare Cntr (6) Booz Allen Hamilton (5) Bowman) Capital One (7) Honeywell (7) PricewaterhouseCoopers (7) Walt Disney (7) Altria Group (6) Booz Allen
HAMILTON, ONTARIO HAMILTON HALL
Thompson, Michael
HAMILTON, ONTARIO L8S 4K1 HAMILTON HALL ROOM 103A Phone: (905) 525-9140 Ext. 20297/24682 Fax: (905.doc #12;HAMILTON, ONTARIO L8S 4K1 HAMILTON HALL ROOM 103A (905) 525-9140 Ext. 20297/24682 Fax: (905) 522
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Thompson, Michael
HAMILTON, ONTARIO L8S 4K1 HAMILTON HALL ROOM 103A 905-525-9140 EXT. 24682 FAX: 905-522-8320 mufa:\\My Documents\\General Meetings\\Apr 28-11\\agenda.wpd #12;HAMILTON, ONTARIO L8S 4K1 HAMILTON HALL ROOM 103A 905
with Booz, Allen & Hamilton where he managed a staff of 20 in the development of long-range planning of ships and weapon systems. Prior to joining Booz, Allen, Mr. Spann was the Chief of Training Plans
Virginia Tech
) Booz Allen Hamilton (5) Bowman Consulting (5) FedBid (5) Ferguson Enterprises (5) General Dynamics Industries (6) Booz Allen Hamilton (6) Capital One (6) Nielsen Company (6) SAIC (6) DuPont (5) Target for America (17) U.S. Navy (17) Amazon (15) Walt Disney (14) Ernst & Young (13) IBM (13) GE (12) Booz
NIST Special Publication 500-2991 NISTCloudComputing5
with assistance in editing and formatting from Hannah Wald, Technical Writer, Booz Allen Hamilton, Inc, George Washington Univ. & Booz Allen Hamilton, Inc. Jerry Kickenson, SWIFT Juanita Koilpillai - Space and Missile Systems Center Cheng-Yin Lee, Independent Consultant Chan Lim, IBM Ketan Mehta, Booz
Accelerating Commercialization of Cost-Saving Health Technologies
Hasty, Jeff
efficiency, and lower the costs of care. Booz Allen Hamilton has been at the forefront of strategy-for-profit organizations. booz Allen offers clients deep functional knowledge spanning strategy and organization on booz Allen to help them be ready for what's next. the Robert Wood Johnson Foundation (RWJF) focuses
NISTIR 7497 Security Architecture Design
Daniel Steinberg Booz Allen Hamilton September 2010 U.S. Department of Commerce Gary Locke, Secretary The authors, Matthew Scholl and Kevin Stine from NIST and Kenneth Lin and Daniel Steinberg from Booz Allen. A special note of thanks goes to Denise Tauriello and Christina Salameh from Booz Allen for their keen
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to support the expansion of the nuclear industry in our region, a study conducted by Booz Allen Hamilton for the Savannah River Site Community Reuse Organization(SRSCRO)...
NNSA selects Consolidated Nuclear Security, LLC to manage the...
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will begin a four-month transition immediately. Additionally, CNS will use subcontractors Booz Allen Hamilton, Inc as Merger and Transformation specialist, and General Atomics for...
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in Huntington Beach, California. In addition to Sandia and the Army, partners included Booz Allen Hamilton and Teledyne Brown Engineering. The Labs' current and former project...
MASSACHUSETTS INSTITUTE OF TECHNOLOGY School of Architecture and Planning Faculty Personnel Record
Technologies 1/06 Booz Allen Hamilton 11/08 Affectiva 1/10-4/13 (There are also several additional companies
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workforce survey and convened a nuclear workforce summit. Early in 2009, the SRSCRO chose Booz Allen Hamilton, a consulting firm experienced in the nuclear industry, to conduct a...
NISTIR 7622 Notional Supply Chain Risk
. Shankles Booz Allen Hamilton Rama Moorthy Hatha Systems http://dx.doi.org/10.6028/NIST.IR.7622 October 2012
ITL BULLETIN FOR JANUARY 2012 ADVANCING SECURITY AUTOMATION AND STANDARDIZATION
Halbardier of Booz Allen Hamilton, SP 800-126 Revision 2 defines and explains SCAP version 1.2, and defines
ex parte memo - McKinsey & Company; February 16, 2011 | Department...
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16, 2011 More Documents & Publications ex parte memo - McKinsey & Company; February 16, 2011 ex parte memo - Booz Allen Hamilton; March 4, 2011 QTR Ex Parte Communications...
Master Powerpoint Briefing - Color
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Routing Topic Group Presented by: Lee Finewood, Operations Task Lead Booz | Allen | Hamilton July 25, 2007 Kansas City, Missouri 2 Introduction Notice of Proposed Rulemaking...
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16, 2011 More Documents & Publications QTR Ex Parte Communications ex parte memo - Booz Allen Hamilton; March 4, 2011 ex parte memo - McKinsey & Company; February 16, 2011...
Microsoft Word - Rail Topic Group Conference Call Summary_May...
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Kevin Blackwell (Federal Railroad Administration, Peter Bolton (Booz-Allen and Hamilton), Robert Fronczak (American Association of Railroads), Roger Mulder (Texas Energy...
Special Publication 800-97 Establishing Wireless
), and Bernard Eydt and Les Owens of Booz Allen Hamilton, wish to thank their colleagues who reviewed drafts Chen, Tim Polk and Randy Easter of NIST, and Alexis Feringa, Thomas Fuhrman, and Marc Stevens of Booz Allen Hamilton, for their keen and insightful assistance throughout the development of the document
Special Publication 800-115 Technical Guide to
Orebaugh of Booz Allen Hamilton, wish to thank their colleagues who reviewed drafts of this document, Derrick Dicoi, Daniel Owens, Victoria Thompson, Selena Tonti, Theodore Winograd, and Gregg Zepp of Booz Allen Hamilton for their keen and insightful assistance throughout the development of the document
Special Publication 800-127 Guide to Securing WiMAX
Padgette of Booz Allen Hamilton. The authors would also like to thank the WiMAX Forum of the National Institute of Standards and Technology (NIST) and Cyrus Tibbs and Matthew Sexton of Booz Allen Hamilton, wish to thank their colleagues who reviewed drafts of this document and contributed to its
Special Publication 800-98 Guidelines for Securing Radio
of Booz Allen Hamilton, wish to thank Steven Fick, Rick Korchak, Kate Remley, Jeff Guerrieri, Dylan Williams, Karen Scarfone, and Tim Grance of NIST, and Kenneth Waldrop and Beth Mallory of Booz Allen Hamilton. These individuals reviewed drafts of this document and contributed to its technical content
Employer Location Aduro Hamilton
Waikato, University of
Hamilton Analytica Hamilton Auckland Regional Council North Shore City Bakels Mt Maunganui Balance Agri Carnetechnologies Cambridge CHH Tokoroa Code Avenger Hamilton Compaq - Taste Technology Auckland Contact Energy Hamilton Gallagher Group Ltd Hamilton GEA Avapac Hamilton GEA Farm Technologies Hamilton Genesis Energy
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Thompson, Michael
Sheraton Hotel Hamilton, Ontario April 28 & 29, 2011 A conference for: Mental Healthcare Providers Hamiltoncare Hamiltoncare Hamilton and mailed with this registration form to: Suzy KonickSuzy KonickSuzy KonickSuzy Konick Forensics Â F239, St. Joseph's Healthcare Hamilton, West 5th Campus, 100 West 5th Street, Hamilton
NIST Special Publication 800-101 Guidelines on Mobile Device
Springfield, VA Wayne Jansen Booz-Allen-Hamilton McLean, VA http://dx.doi.org/10.6028/NIST.SP. 800-101r1 May
A Bibliography of Professional Military Education
Independent Study of Joint Officer Management and Joint Professional Military Education. McLean, VA: Booz, Allen & Hamilton, 2003. Israel, Steve. Report of the Proceedings: Conference on Military Education
ASRS Database Report Set Emergency Medical Service Incidents
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Jones Graduate School of Business Career Management Center
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PROTECTING SENSITIVE INFORMATION TRANSMITTED
, and Karen Kent, Ryan Lewkowski, Angela D. Orebaugh, Ronald W. Ritchey, and Steven R. Sharma of Booz Allen Hamilton, NIST SP 800-77 helps network architects, network administrators, security staff, technical
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GUIDE TO INFORMATION SECURITY TESTING AND ASSESSMENT Shirley Radack, Editor
, was written by Karen Scarfone and Murugiah Souppaya of NIST, and by Amanda Cody and Angela Orebaugh of Booz Allen Hamilton. The new guide replaces NIST SP 800-42, Guideline on Network Security Testing. NIST SP
Regional Nuclear Workforce Development in the Central Savannah...
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the entire Southeastern U.S. The study, conducted by the international consulting firm of Booz Allen Hamilton, is the first regional analysis focused on filling both new positions...
ASRS Database Report Set Maintenance Reports
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ASRS Database Report Set Commuter and GA Icing Incidents
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Stanford University
, Booz Allen Hamilton Mitchell Narins, U. S. Federal Aviation Administration 1 INTRODUCTION The U. S on intra-chain time differences (TDs), transmission of time parameters via modulation, an external source
Stanford University
, Booz Allen Hamilton Lt. Kevin Carroll, US Coast Guard Loran Support Unit Kevin Bridges, Mitch Narins, there has also been research in modulating data onto Loran for differential Global Position System (DGPS
Parasuraman, Raja
, USA b Booz Allen Hamilton, 700 N. St. Mary's St, Suite 700, San Antonio, TX 78205, USA c Air Force cortex in vigilance. Further, they suggest that modulation of the frontal cortices--and connected
Gasch, Audrey P.
-Madison, Henry Mall, Madison, WI 53706, USA. Â¶Current address: Booz Allen Hamilton, Global Health Consulting expression of hundreds to thousands of genes, whose expression is precisely modulated in timing and magnitude
Stanford University
, Booz Allen Hamilton Lt. Kevin Carroll, US Coast Guard Loran Support Unit Kevin Bridges, Mitch Narins-transportation applications such as radiosondes for weather balloons. Recently, there has also been research in modulating
Levi, Anthony F. J.
Corporation (SAIC). Previously, he was a DARPA program manager, a Branch Scientist at Booze Allen Hamilton;CRAFTCRAFT Robotic assembly of modules during building construction #12;CRAFTCRAFT The only manual task
PROCEEDINGS OF 1976 SUMMER WORKSHOP ON AN ENERGY EXTENSION SERVICE
Authors, Various
2010-01-01T23:59:59.000Z
world as a whole. World energy consumption had grown to theworld can be accurately measured by their relative per capita consumption of mechanical energy.World Politics!" Business Week, (December 15, 1975). Booz, Allen, & Hamilton, Energy Consumption
Office of Energy Efficiency and Renewable Energy (EERE)
This report presents the results of the Booz Allen Hamilton study on the existing building stock of Hawaii, along with conclusions on the key drivers of potential energy efficiency savings and on the steps necessary to attain them.
Kroff, Michael William
2007-09-17T23:59:59.000Z
(1994) Newness of technology X X + Robinson (1990) Degree of innovation perceived by consumer when project began. X X NS Sethi (2000) How novel the product was to the firm. Using newness scale of Booz, Allen & Hamilton (1982). X X..., Ruskert, and Walker Jr. (2002) New-to-the-world, new-to-the-firm, line extension, product modification, process modification (Booz-Allen & Hamilton) X X X NS Cooper (1984) 10 point likert scale of innovativeness as part of “nature of products...
Hamilton Truck Route Study Prepared for the City of Hamilton
Haykin, Simon
Hamilton Truck Route Study Prepared for the City of Hamilton March 2012 #12;#12;Hamilton Truck and Logistics McMaster University Hamilton, Ontario March 2012 mitl.mcmaster.ca #12;#12;McMaster Institute
Hamilton, Noah; Meador, Stephanie Rae
2009-11-20T23:59:59.000Z
Oral history interview with Noah Hamilton conducted by Stephanie Meador in Topeka, Kansas, on November 20, 2009. In this interview, Noah Hamilton describes the experience of being raised in the Bahá'í faith. He discusses the tenets of Bahá...
Nonholonomic Hamilton-Jacobi Theory via Chaplygin Hamiltonization
Tomoki Ohsawa; Oscar E. Fernandez; Anthony M. Bloch; Dmitry V. Zenkov
2011-02-21T23:59:59.000Z
We develop Hamilton-Jacobi theory for Chaplygin systems, a certain class of nonholonomic mechanical systems with symmetries, using a technique called Hamiltonization, which transforms nonholonomic systems into Hamiltonian systems. We give a geometric account of the Hamiltonization, identify necessary and sufficient conditions for Hamiltonization, and apply the conventional Hamilton-Jacobi theory to the Hamiltonized systems. We show, under a certain sufficient condition for Hamiltonization, that the solutions to the Hamilton-Jacobi equation associated with the Hamiltonized system also solve the nonholonomic Hamilton-Jacobi equation associated with the original Chaplygin system. The results are illustrated through several examples.
L. Vitagliano
2011-04-01T23:59:59.000Z
Diffieties formalize geometrically the concept of differential equations. We introduce and study Hamilton-Jacobi diffieties. They are finite dimensional subdiffieties of a given diffiety and appear to play a special role in the field theoretic version of the geometric Hamilton-Jacobi theory.
Monte Carlo techniques applied to PERT networks
McGowan, Lawrence Lee
1964-01-01T23:59:59.000Z
conceived by Booze, Allen and Hamilton. Tnis concept was replaced by the three estimate concept during the Polaris Submarine Project when it was found that. the one estimate concept did not provide accurate solutions. However, in certain cases where union... on its way to more profitable adaptations. The PERT system is essentially an outgrowth of the Gantt or bar 6 chart concept of controlling time elements in a program. I+ was first formalized in 1956 by the management consultant firm of Booze, Allen...
An energy performance index for historic buildings
Campbell, Scott
1991-01-01T23:59:59.000Z
, but that frequently results in lower operating costs, The Booz, Allen & Hamilton' and Diane Maddex* reports to the Mational Trust for Historic Preservation (MTHP), discussed in the Literature Review, support these observations. Sustainabi lity is also defined... Historical Review of Related Research Literature Previous efforts to characterize the value of historic preservation to energy conservation reached their peak in the 1979- 1981 stimulated by the "oil shocks" of 1973 and 1979. The 1979 report by Booz, Allen...
Thompson, Michael
ddings ght up with f Hamilton- Bachelor of of Arts in C er. e now work ngs magazi ne editor? sibilities Media, a Hamilton-H working as s and the most ex s me to do I am respo from begin nce wants to ds magazines including Hamilton Magazine, Vines Magazine and Hamilton-Halton Weddings, where I would go
Dhananjay P. Mehendale
2008-06-02T23:59:59.000Z
P. J. Kelly conjectured in 1968 that every diregular tournament on (2n+1) points can be decomposed in directed Hamilton circuits [1]. We define so called leading diregular tournament on (2n+1) points and show that it can be decomposed in directed Hamilton circuits when (2n+1) is a prime number. When (2n+1) is not a prime number this method does not work and we will need to devise some another method. We also propose a general method to find Hamilton decomposition of certain tournament for all sizes.
Hamilton County- Home Improvement Program
Broader source: Energy.gov [DOE]
The Hamilton County, Ohio, Home Improvement Program (HIP) was originally initiated in 2002, and then reinstated in May 2008. The HIP loan allows homeowners in Hamilton County communities to borrow...
Jinkyu Kim
2012-04-02T23:59:59.000Z
Hamilton's principle is extended to have compatible initial conditions to the strong form. To use a number of computational and theoretical benefits for dynamical systems, the mixed variational formulation is preferred in the systems other than particle systems. With this formulation and the Rayleigh's dissipation function, we could have all the pertinent initial/boundary conditions for both conservative and non-conservative dynamical system. Based upon the extension framework of Hamilton's principle, the numerical method for representative lumped parameter models is also developed through applying Galerkin's method to time domain with the discussion of its numerical properties and simulation results.
Hamilton Weights and Petersen Minors
Lai, Hong-jian
Hamilton Weights and Petersen Minors Hong-Jian Lai and Cun-Quan Zhangy DEPARTMENT OF MATHEMATICS@math.wvu.edu Received April 18, 1997 Abstract: A (1, 2)-eulerian weight w of a cubic graph is called a Hamilton weight if every faithful circuit cover of the graph with respect to w is a set of two Hamilton circuits. Let G
Zalta, Edward N.
1 April, 2006 Vita Allen W. Wood Academic Address: Philosophy Department, Bldg 90 Stanford University Stanford, CA 94305-2155 Telephone 650-723-2587 Fax 650-723-0985 E-mail: Allen.Wood University, 1999-2000. Professor of Philosophy, Stanford University, 1999-2001 Ward W. and Priscilla B. Woods
HEURISTIC SEARCH FOR HAMILTON CYCLES
Mohar, Bojan
by combining it with the remaining cycles. The following is the description of the main part of the algorithmHEURISTIC SEARCH FOR HAMILTON CYCLES IN CUBIC GRAPHS Janez ALES, Bojan MOHAR and Tomaz PISANSKI. A successful heuristic algorithm for nding Hamilton cycles in cubic graphs is described. Several graphs from
October 1st Hamilton Convention Centre
Hitchcock, Adam P.
October 1st & 2nd , 2010 Hamilton Convention Centre 1 Summers Lane, Hamilton ON ANGELA SILLA, EventMaster University, Hamilton Brian Leber, MDCM, FRCPC Professor Division of Hematology & Thromboembolsim Department of Medicine McMaster University, Hamilton Peter Powers, MD, FRCPC Associate Professor Division of Hematology
Lagrange-und Hamilton-Formalismus Hamilton-Formalismus mit Nebenbedingungen
Lagrange- und Hamilton-Formalismus Hamilton-Formalismus mit Nebenbedingungen Anwendung des Literatur Hamilton-Systeme mit Nebenbedingungen Jan Michael Kimmich Institut fÂ¨ur Physik Humboldt-UniversitÂ¨at zu Berlin 03.02.2010 1 / 29 #12;Lagrange- und Hamilton-Formalismus Hamilton-Formalismus mit
Joanna Hamilton, University of Glasgow
Joanna Hamilton, University of Glasgow for the ZEUS and H1 collaborations Â¡ Â¢Â£ Â¤Â¦Â¥ Â§ Â¢Â¥ Â¢Â¨ Â¡ Â¢Â© Â¥ Â¢Â¨ Â¥ Â¨ Â© Â¢ Â¡ ! Â§ Â¢ Â¤ Â¢Â¨ " Â¢# $ % Â§ & ! ! ' Â¡ ( ) '10 2 23 4 #12;Joanna Hamilton ZEUS Collaboration Outline Overview of prompt photons and the QCD Workshop on Low- Â¡ Physics 2 14 - 18 Â¢Â£ Sept 2004 #12;Joanna Hamilton ZEUS Collaboration Prompt photon
Dr. Mary F. Howard-Hamilton, p. 1 MARY F. HOWARD-HAMILTON
Zhang, Zhongfei "Mark"
Dr. Mary F. Howard-Hamilton, p. 1 MARY F. HOWARD-HAMILTON Raleigh Holmstedt Distinguished Professor Â Broadcasting and Film #12;Dr. Mary F. Howard-Hamilton, p. 2 PROFESSIONAL HISTORY Professor, Higher Education Leadership and Policy Studies each academic year. #12;Dr. Mary F. Howard-Hamilton, p. 3 PROFESSIONAL HISTORY
Time Series Analysis James D. Hamilton
Landweber, Laura
Time Series Analysis James D. Hamilton Since its publication just over ten years ago, James Hamilton's Time Series Analysis has taken its place in the canon of modern technical eco- nomic literature study, Hamilton's book en- joyed popularity among econometricians in seminars in Europe and North
HAMILTON DECOMPOSITIONS OF REGULAR EXPANDERS: APPLICATIONS
KÃ¼hn, Daniela
HAMILTON DECOMPOSITIONS OF REGULAR EXPANDERS: APPLICATIONS DANIELA KÂ¨UHN AND DERYK OSTHUS Abstract is linear in n and which is a robust outexpander has a decomposition into edge-disjoint Hamilton cycles into (n - 1)/2 edge-disjoint Hamilton cycles, whenever n is sufficiently large. This verified a conjecture
Hamilton's theory of turns revisited
N. Mukunda; S. Chaturvedi; R. Simon
2009-04-30T23:59:59.000Z
We present a new approach to Hamilton's theory of turns for the groups SO(3) and SU(2) which renders their properties, in particular their composition law, nearly trivial and immediately evident upon inspection. We show that the entire construction can be based on binary rotations rather than mirror reflections.
Direct Hamiltonization for Nambu Systems
Maria Lewtchuk Espindola
2008-10-13T23:59:59.000Z
The direct hamiltonization procedure applied to Nambu mechanical systems proves that the Nambu mechanics is an usual mechanics described by only one Hamiltonian. Thus a particular case of Hamiltonian mechanics. It is also proved that any mechanical system described by the equation d{\\bf r}/dt={\\bf A(r)} is a Nambu system.
Allen Co: Proposed Penalty (2010-CW-0715)
Broader source: Energy.gov [DOE]
DOE alleged in a Notice of Proposed Civil Penalty that Allen Co. failed to certify a variety of faucets as compliant with the applicable water conservation standards.
allene: Topics by E-print Network
Broader source: All U.S. Department of Energy (DOE) Office Webpages (Extended Search)
Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 160 Allen County...
Multigrid Methods for Hamilton-Jacobi-Bellman and Hamilton-Jacobi-Bellman-Isaacs Equations.
Han, Dong
2011-01-01T23:59:59.000Z
??We propose multigrid methods for solving Hamilton-Jacobi-Bellman (HJB) and Hamilton-Jacobi-Bellman-Isaacs (HJBI) equations. The methods are based on the full approximation scheme. We propose a damped-relaxation… (more)
Jefferson and Hamilton as viewed by historians
Jungmeyer, Paul Edward
1970-01-01T23:59:59.000Z
JEFFERSON AND HAMILTON AS VIEHED BY HISTORIANS A Thesis Paul Edward Jungmeyer Submitted to the Graduate College of Texas A&M University in ' partial fulfillment of the requirement for the degree of MASTER OF ARTS August, 1970 Major Subject...: History JEFFERSON AND HAMILTON AS VIEWED BY HISTORIANS A Thesis by Paul Edward Jungmeyer Approved as to style and content by: (Chairman of Committee d i~) (Member) (M er) August, 1970 ABSTRACT JEFFERSON AND HAMILTON AS VIEWED BY HISTORIANS...
Hamilton-Jacobi Theory and Superintegrable Systems .
Armstrong, Craig Keith
2007-01-01T23:59:59.000Z
??Hamilton-Jacobi theory provides a powerful method for extracting the equations of motion out of some given systems in classical mechanics. On occasion it allows some… (more)
Geometric Hamilton-Jacobi Field Theory
Luca Vitagliano
2011-09-08T23:59:59.000Z
I briefly review my proposal about how to extend the geometric Hamilton-Jacobi theory to higher derivative field theories on fiber bundles.
Hamilton Dynamics on Clifford Kaehler Manifolds
Mehmet Tekkoyun
2009-02-24T23:59:59.000Z
This paper presents Hamilton dynamics on Clifford Kaeler manifolds. In the end, the some results related to Clifford Kaehler dynamical systems are also discussed.
Hamilton's rule and kin competition: the Kipsigis case
Mulder, Monique Borgerhoff
2007-01-01T23:59:59.000Z
Human Nature 15:319-341. Hamilton, W. D. 1964. The geneticalE. A. Herre. 2001. Testing Hamilton's rule with competitionMulder, M. 2007. Hamilton's rule and kin competition: the
Cyd Hamilton | Department of Energy
Office of Energy Efficiency and Renewable Energy (EERE) Indexed Site
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data Center Home Page on Delicious Rank EERE:YearRound-Up fromDepartmentTieCelebratePartners with Siemens31, 2015ofVisualization andCyd Hamilton
Hamilton Consulting | Open Energy Information
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data Center Home5b9fcbce19 No revision hasInformation Earth's Heat Jump to:Photon Place:Net JumpStrategy | OpenHackberryHamilton Consulting
A Universal Hamilton-Jacobi Theory
Manuel de León; David Martín de Diego; Miguel Vaquero
2012-09-24T23:59:59.000Z
In this paper we develop a Hamilton-Jacobi theory in the setting of almost Poisson manifolds. The theory extends the classical Hamilton-Jacobi theory and can be also applied to very general situations including nonholonomic mechanical systems and time dependent systems with external forces.
Hamilton-Jacobi Fractional Sequential Mechanics
Eqab M. Rabei; Bashar S. Ababneh
2007-04-04T23:59:59.000Z
As a continuation of Rabei et al. work [11], the Hamilton- Jacobi partial differential equation is generalized to be applicable for systems containing fractional derivatives. The Hamilton- Jacobi function in configuration space is obtained in a similar manner to the usual mechanics. Two problems are considered to demonstrate the application of the formalism. The result found to be in exact agreement with Agrawal's formalism.
FORUMA Hamilton Spectator Town Hall Event SPEAKERS INCLUDE
Thompson, Michael
R001990104 OPEN FORUMA Hamilton Spectator Town Hall Event SPEAKERS INCLUDE: STEVE BUIST, Spectator, former chairman of Hamilton-Wentworth region and now president and CEO of the Hamilton Community Foundation. DR. CHRIS MACKIE, Hamilton's associate medical officer of health. MARK CHAMBERLAIN, president
LARSON--MATH 556--CLASSROOM WORKSHEET 07 Hamilton Cycles
Larson, Craig E.
Last name First name LARSON--MATH 556--CLASSROOM WORKSHEET 07 Hamilton Cycles An alternating-cycle. A cycle which includes every point of a graph G is called a Hamilton cycle of G. 1. Draw the complete graph K5. Find one Hamilton cycle in K5. 2. Does every complete graph have a Hamilton cycle? Explain. 3
Media Release Hamilton Police investigating Indecent Acts in West End
Bone, Gary
Media Release Hamilton Police investigating Indecent Acts in West End For Immediate release: August 19th , 2014 Hamilton, ON Hamilton Police want to inform the public that on August 18th , 2014 between. Hamilton Police continue to investigate these incidents and it is believed that there may be witnesses
Compatible Hamilton cycles in random graphs Michael Krivelevich
Sudakov, Benjamin
Compatible Hamilton cycles in random graphs Michael Krivelevich Choongbum Lee Benny Sudakov, there exists a properly colored Hamilton cycle. Furthermore, our proof can be easily modified to show, there exists a Hamilton cycle in which all edges have distinct colors (i.e., a rainbow Hamilton cycle). 1
Alexandre Alonso-Fernandez Allen Andrews
403 Alexandre Alonso-Fernandez Allen Andrews Michael Armstrong Julian Ashford Amelie Auge Peter Olin Victoria Ortiz de ZÃ¡rate Steven Parker Will Patterson Hudson Pinheiro Beth Phillips Beth Phelan
Thermodynamics of cuticular transpiration Allen G. Gibbs *
Ahmad, Sajjad
Review Thermodynamics of cuticular transpiration§ Allen G. Gibbs * School of Life Sciences, 4505 S . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . . 1067 4. Thermodynamics of transport processes Accepted 6 May 2011 Keywords: Cuticle Humidity Thermodynamics Transpiration Water vapor A B S T R A C
Hamilton Paths in Generalized Petersen Graphs.
Pensaert, William
2006-01-01T23:59:59.000Z
??This thesis puts forward the conjecture that for n > 3k with k > 2, the generalized Petersen graph, GP(n,k) is Hamilton-laceable if n is… (more)
SUPERCONDUCTING SHIELDING By W. O. HAMILTON,
Paris-Sud XI, UniversitÃ© de
41. SUPERCONDUCTING SHIELDING By W. O. HAMILTON, Stanford University, Department of Physics, Stanford, California (U.S.A.). Abstract. 2014 Superconducting shields offer the possibility of obtaining shielding from external time varying fields. Various techniques of superconducting shielding
Finch, P.; Potes, A.
2010-06-01T23:59:59.000Z
In June 2009, the State of Hawaii enacted an Energy Efficiency Portfolio Standard (EEPS) with a target of 4,300 gigawatt hours (GWh) by 2030 (Hawaii 2009). Upon setting this goal, the Hawaii Clean Energy Initiative, Booz Allen Hamilton (BAH), and the National Renewable Energy Laboratory (NREL), working with select local stakeholders, partnered to execute the first key step toward attaining the EEPS goal: the creation of a high-resolution roadmap outlining key areas of potential electricity savings. This roadmap was divided into two core elements: savings from new construction and savings from existing buildings. BAH focused primarily on the existing building analysis, while NREL focused on new construction forecasting. This report presents the results of the Booz Allen Hamilton study on the existing building stock of Hawaii, along with conclusions on the key drivers of potential energy efficiency savings and on the steps necessary to attain them.
Nonholonomic Hamilton-Jacobi equation and Integrability
Tomoki Ohsawa; Anthony M. Bloch
2009-06-18T23:59:59.000Z
We discuss an extension of the Hamilton-Jacobi theory to nonholonomic mechanics with a particular interest in its application to exactly integrating the equations of motion. We give an intrinsic proof of a nonholonomic analogue of the Hamilton--Jacobi theorem. Our intrinsic proof clarifies the difference from the conventional Hamilton-Jacobi theory for unconstrained systems. The proof also helps us identify a geometric meaning of the conditions on the solutions of the Hamilton-Jacobi equation that arise from nonholonomic constraints. The major advantage of our result is that it provides us with a method of integrating the equations of motion just as the unconstrained Hamilton--Jacobi theory does. In particular, we build on the work by Iglesias-Ponte, de Leon, and Martin de Diego so that the conventional method of separation of variables applies to some nonholonomic mechanical systems. We also show a way to apply our result to systems to which separation of variables does not apply.
Zero-emission vehicle technology assessment. Final report
Woods, T.
1995-08-01T23:59:59.000Z
This is the final report in the Zero-Emission Vehicle (ZEV) Technology Assessment, performed for NYSERDA by Booz-Allen & Hamilton Inc. Booz-Allen wrote the final report, and performed the following tasks as part of the assessment: assembled a database of key ZEV organizations, their products or services, and plans; described the current state of ZEV technologies; identified barriers to widespread ZEV deployment and projected future ZEV technical capabilities; and estimated the cost of ZEVs from 1998 to 2004. Data for the ZEV Technology Assessment were obtained from several sources, including the following: existing ZEV industry publications and Booz-Allen files; major automotive original equipment manufacturers; independent electric vehicle manufacturers; battery developers and manufacturers; infrastructure and component developers and manufacturers; the U.S. Department of Energy, the California Air Resources Board, and other concerned government agencies; trade associations such as the Electric Power Research Institute and the Electric Transportation Coalition; and public and private consortia. These sources were contacted by phone, mail, or in person. Some site visits of manufacturers also were conducted. Where possible, raw data were analyzed by Booz-Allen staff and/or verified by independent sources. Performance data from standardized test cycles were used as much as possible.
Texas' cotton distribution patterns and utilized transportation modes
Vulcain, Ronald JMA
1984-01-01T23:59:59.000Z
of the state cotton produc- tion. These coop gina provided service to an estimated 30, 217 cotton growers. * Texas Cotton Warehouses Booz-Allen and Hamilton, Inc. , surveyed U. S. cotton warehouses in 1980 and noted that 20 to 302 of the United States... picked (U. S. Department of Agriculture (a)). Traditionally, trailers have been used to move cotton out of the field to ginning facilities. However, in the last few years, investments in module builders have increased the operational efficiency...
The Hamilton-Jacobi equation on Lie affgebroids
Juan Carlos Marrero; Diana Sosa
2005-11-03T23:59:59.000Z
The Hamilton-Jacobi equation for a Hamiltonian section on a Lie affgebroid is introduced and some examples are discussed.
Tight Hamilton Cycles in Random Uniform Hypergraphs Andrzej Dudek
Frieze, Alan
Tight Hamilton Cycles in Random Uniform Hypergraphs Andrzej Dudek Alan Frieze June 28, 2011 Abstract In this paper we show that e/n is the sharp threshold for the existence of tight Hamilton cycles also determine thresholds for the existence of other types of Hamilton cycles. 1 Introduction
Hamilton cycles in graphs and hypergraphs: an extremal perspective
Osthus, Deryk
Hamilton cycles in graphs and hypergraphs: an extremal perspective Abstract. As one of the most fundamental and well-known NP-complete problems, the Hamilton cycle problem has been the subject of intensive and the study of Hamilton cycles in hypergraphs. We survey these developments and highlight open problems
Compatible Hamilton cycles in Dirac graphs Michael Krivelevich
Krivelevich, Michael
Compatible Hamilton cycles in Dirac graphs Michael Krivelevich Choongbum Lee Benny Sudakov system F over a Dirac graph G, there exists a Hamilton cycle compatible with F. This settles in a very strong form, a conjecture of HÂ¨aggkvist from 1988. 1 Introduction A Hamilton cycle in a graph G
Packing Hamilton Cycles in Random and Pseudo-Random Hypergraphs
Krivelevich, Michael
Packing Hamilton Cycles in Random and Pseudo-Random Hypergraphs Alan Frieze Michael Krivelevich February 16, 2011 Abstract We say that a k-uniform hypergraph C is a Hamilton cycle of type , for some 1 Hamilton cycles. A slightly weaker result is given for = k/2. We also provide sufficient conditions
HAMILTON JACOBI EQUATIONS ON METRIC SPACES AND TRANSPORT ENTROPY INEQUALITIES
Boyer, Edmond
HAMILTON JACOBI EQUATIONS ON METRIC SPACES AND TRANSPORT ENTROPY INEQUALITIES N. GOZLAN, C. ROBERTO, P-M. SAMSON Abstract. We prove an Hopf-Lax-Oleinik formula for the solutions of some Hamilton that the log-Sobolev inequality is equivalent to an hypercontractivity property of the Hamilton-Jacobi semi
Hamilton-Oxford METRO stops along the route are
Dollar, Anna
Hamilton-Oxford Metro METRO stops along the route are marked with red and white Metro signs. For safety reasons, bus drivers may only pick-up and drop-off at designated bus stops. At Miami Hamilton of University Hall. OUTBOUND BUS STOPS Miami University Hamilton Campus Harry T. Wilks Conference Center
Hamilton-Jacobi equations constrained on networks Yves Achdou
Paris-Sud XI, UniversitÃ© de
Hamilton-Jacobi equations constrained on networks Yves Achdou , Fabio Camilli , Alessandra Cutr, the value function is continuous. We define a notion of constrained viscosity solution of Hamilton- Jacobi in particular that the value function is the unique constrained viscosity solution of the Hamilton
APPROXIMATE HAMILTON DECOMPOSITIONS OF ROBUSTLY EXPANDING REGULAR DIGRAPHS
Osthus, Deryk
APPROXIMATE HAMILTON DECOMPOSITIONS OF ROBUSTLY EXPANDING REGULAR DIGRAPHS DERYK OSTHUS and is a robust outexpander has an approximate decomposition into edge-disjoint Hamilton cycles, i.e. G contains a set of r -o(r) edge-disjoint Hamilton cycles. Here G is a robust outexpander if for every set S which
Loose Hamilton Cycles in Random 3-Uniform Hypergraphs
Frieze, Alan
Loose Hamilton Cycles in Random 3-Uniform Hypergraphs Alan Frieze Submitted: Jan 4, 2010; Accepted hypergraph H = Hn,p;3 each possible triple appears independently with probability p. A loose Hamilton cycle such that if p K log n n2 then limn 4|n Pr(Hn,p;3 contains a loose Hamilton cycle) = 1. 1 Introduction
Hamilton-Jacobi equations on networks Yves Achdou
Paris-Sud XI, UniversitÃ© de
Hamilton-Jacobi equations on networks Yves Achdou , Fabio Camilli , Alessandra Cutr viscosity solution of Hamilton-Jacobi equations on the network and we study related com- parison principles viscosity solution of the Hamilton-Jacobi equation on the network. Keywords Optimal control, graphs
Packing tight Hamilton cycles in 3-uniform hypergraphs Alan Frieze
Frieze, Alan
Packing tight Hamilton cycles in 3-uniform hypergraphs Alan Frieze Michael Krivelevich Po-Shen Loh Abstract Let H be a 3-uniform hypergraph with n vertices. A tight Hamilton cycle C H of H can be covered by edge-disjoint tight Hamilton cycles, for n divisible by 4. Consequently, we
A Note on Hamilton Cycles in Kneser Graphs Ian Shields
Savage, Carla D.
A Note on Hamilton Cycles in Kneser Graphs Ian Shields IBM P.O. Box 12195 Research Triangle Park) have Hamilton cycles when n #20; 27. A similar result is shown for bipartite Kneser graphs. 1 for Hamilton cycles in Kneser graphs, K(n; k), and bipartite Kneser graphs, H(n; k). With the exception
Packing tight Hamilton cycles in 3-uniform hypergraphs Alan Frieze
Krivelevich, Michael
Packing tight Hamilton cycles in 3-uniform hypergraphs Alan Frieze Carnegie Mellon University alan ploh@cmu.edu Abstract Consider a 3-uniform hypergraph H with n vertices. A tight Hamilton cycle C H by edge- disjoint tight Hamilton cycles, for n divisible by 4. Consequently, random 3-uniform hypergraphs
Quantized Hamilton dynamics Oleg V. Prezhdo and Yu. V. Pereverzev
Quantized Hamilton dynamics Oleg V. Prezhdo and Yu. V. Pereverzev Department of Chemistry The Hamilton approach to classical dynamics is extended to incorporate quantum effects. Quantization of the Hamilton equations of motion results in a hierarchy of equations that are equivalent to quantum mechanics
Hamilton-Jacobi equations with discontinuous source terms Nao Hamamuki
Ishii, Hitoshi
Hamilton-Jacobi equations with discontinuous source terms Nao Hamamuki We study the initial-value problem for the Hamilton-Jacobi equation of the form { tu(x, t) + H(x, xu(x, t)) = 0 in Rn Ã? (0, T), u control problem with a semicontinuous running cost function. References [1] Y. Giga, N. Hamamuki, Hamilton
WILLIAM DONALD HAMILTON 1 August 1936 --7 March 2000
Grafen, Alan
WILLIAM DONALD HAMILTON 1 August 1936 -- 7 March 2000 Biogr. Mems Fell. R. Soc. Lond. 50, 109Â132 (2004) #12;#12;WILLIAM DONALD HAMILTON 1 August 1936 -- 7 March 2000 Elected FRS 1980 BY ALAN GRAFEN Department of Zoology, South Parks Road, Oxford OX1 3PS, UK INTRODUCTION William Donald Hamilton was born
Infinite Hamilton Cycles in Squares of Locally Finite Graphs
Diestel, Reinhard
Infinite Hamilton Cycles in Squares of Locally Finite Graphs Agelos Georgakopoulos Abstract We prove Diestel's conjecture that the square G2 of a 2-connected locally finite graph G has a Hamilton if and only if they have distance at most n in G. A Hamilton cycle in a graph is a cycle containing all its
HAMILTON CYCLES IN GRAPHS AND HYPERGRAPHS: AN EXTREMAL PERSPECTIVE
Osthus, Deryk
HAMILTON CYCLES IN GRAPHS AND HYPERGRAPHS: AN EXTREMAL PERSPECTIVE DANIELA KÂ¨UHN AND DERYK OSTHUS Abstract. As one of the most fundamental and well-known NP-complete problems, the Hamilton cycle problem emerged, such as resilience, robustness and the study of Hamilton cycles in hypergraphs. We survey
HAMILTON CYCLES IN GRAPHS AND HYPERGRAPHS: AN EXTREMAL PERSPECTIVE
Osthus, Deryk
HAMILTON CYCLES IN GRAPHS AND HYPERGRAPHS: AN EXTREMAL PERSPECTIVE DANIELA KÂ¨UHN AND DERYK OSTHUS Abstract. As one of the most fundamental and well-known NP-complete prob- lems, the Hamilton cycle problem emerged, such as resilience, robustness and the study of Hamilton cycles in hypergraphs. We survey
BILL HAMILTON AT SCHOOL 1949 1954 compiled by Martin Jacoby
Amrhein, Valentin
1 BILL HAMILTON AT SCHOOL 1949 Â 1954 compiled by Martin Jacoby Bill and I this letter to selected school contemporaries: W. D. Hamilton at Tonbridge School Dear [surname, to avoid 50 years ago. You probably know that Bill Hamilton (Smythe House 19493 Â 19543 ) was one of the most
Eucalyptus as a Landscape Tree1 W. Douglas Hamilton2
Standiford, Richard B.
Eucalyptus as a Landscape Tree1 W. Douglas Hamilton2 There have been 5 distinctly different studies at the University of California Deciduous Fruit Station in San Jose by W. Douglas Hamilton, Cooperative on Eucalyptus in California, June 14-16, 1983, Sacramento, Calif. 2 W. Douglas Hamilton, Horticulture
Hamilton cycles in highly connected and expanding Dan Hefetz
Krivelevich, Michael
Hamilton cycles in highly connected and expanding graphs Dan Hefetz Michael Krivelevich Tibor of a Hamilton cycle, which is applicable to a wide variety of graphs, including relatively sparse graphs A Hamilton cycle in a graph G is a cycle passing through all vertices of G. A graph is called Hamiltonian
THE HAMILTON-JACOBI EQUATION, INTEGRABILITY, AND NONHOLONOMIC SYSTEMS
FassÃ², Francesco
THE HAMILTON-JACOBI EQUATION, INTEGRABILITY, AND NONHOLONOMIC SYSTEMS LARRY BATES, FRANCESCO FASSÃ? why it appears there should not be an analogue of a complete integral for the Hamilton-Jacobi equation for integrable nonholonomic systems. February 7, 2014 1. Introduction The Hamilton-Jacobi theory is at the heart
Hamilton Cycles in Digraphs of Unitary Matrices S. Severini
Gutin, Gregory
Hamilton Cycles in Digraphs of Unitary Matrices G. Gutin A. Rafiey S. Severini A. YeoÂ§ Abstract strong s-quadrangular digraph has a Hamilton cycle and provide some support for this conjecture. Keywords: digraph, Hamilton cycle, sufficient conditions, conjecture, quantum me- chanics, quantum computing. 1
Alvisi, Lorenzo
BAR Primer Allen Clement1 , Harry Li1 , Jeff Napper1 , Jean-Philippe Martin2 , Lorenzo Alvisi1 , Mike Dahlin1 1 University of Texas at Austin, 2 Microsoft Research Cambridge 1 {aclement, harry, jmn synchronous Repeated Terminating Reliable Broadcast (R- TRB) problem statement, leads to a provably BAR
Fish Cognition and Consciousness Colin Allen
Indiana University
Fish Cognition and Consciousness Colin Allen colallen@indiana.edu phone: +1-812-855-3622 fax: +1, Bloomington, IN 47405 USA Abstract Questions about fish consciousness and cognition are receiving increasing this hugely diverse set of species. Keywords Fish, learning, cognition, consciousness Submitted to J
The Engineering Team Todd Allen (Team Leader)
Wood, Stephen L.
The Engineering Team Todd Allen (Team Leader) tallen@fit.edu Major: Ocean Engineering Speciality: Naval Architecture Sean Kuhn skuhn@fit.edu Major: Ocean Engineering Speciality: Naval Architecture Joseph Caldwell jcaldwel@fit.edu Major: Ocean Engineering Speciality: Underwater Technologies Seth Noyes
Center of Excellence in Structural Health Monitoring Fall Meeting Dates: 3-4 November 2008
of Defense 13:20 Shuang Jin, Federal Highway Administration 14:25 Robert Sargent, Booz Alan Hamilton 16
Ostrogradsky's Hamilton formalism and quantum corrections
J. Gegelia; S. Scherer
2010-03-23T23:59:59.000Z
By means of a simple scalar field theory it is demonstrated that the Lagrange formalism and Ostrogradsky's Hamilton formalism in the presence of higher derivatives, in general, do not lead to the same results. While the two approaches are equivalent at the classical level, differences appear due to the quantum corrections.
Toronto, University of
1986 - 1996 TRAVEL TRENDS IN THE1986 - 1996 TRAVEL TRENDS IN THE GTA & HAMILTON-WENTWORTHGTA & HAMILTON-WENTWORTH Data Management Group Joint Program in Transportation University of Toronto March 1998 STRUCTURE OF HAMILTON-WENTWORTH ........13 EXHIBIT 8A Â 1996 TRANSIT TRIP RATES BY GENDER FOR TORONTO
Hamilton--Jacobi meet M\\"obius
Faraggi, Alon E
2015-01-01T23:59:59.000Z
Adaptation of the Hamilton--Jacobi formalism to quantum mechanics leads to a cocycle condition, which is invariant under $D$--dimensional M\\"obius transformations with Euclidean or Minkowski metrics. In this paper we aim to provide a pedagogical presentation of the proof of the M\\"obius symmetry underlying the cocycle condition. The M\\"obius symmetry implies energy quantization and undefinability of quantum trajectories, without assigning any prior interpretation to the wave function. As such, the Hamilton--Jacobi formalism, augmented with the global M\\"obius symmetry, provides an alternative starting point, to the axiomatic probability interpretation of the wave function, for the formulation of quantum mechanics and the quantum spacetime. The M\\"obius symmetry can only be implemented consistently if spatial space is compact, and correspondingly if there exist a finite ultraviolet length scale. Evidence for non--trivial space topology may exist in the cosmic microwave background radiation.
allen milne edited: Topics by E-print Network
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 270 Allen County...
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 160 Allen County...
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 166 Allen County...
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 182 Allen County...
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 171 Allen County...
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 213 Allen County...
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 160 Allen County...
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Administration to become the nation's energy landscape. However, the environmental impacts associated with fracking'' for shale gas Angenent, Lars T. 162 Allen County...
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E 2004, 34(12): 13131328 1313 Hamilton
Ge, Shuzhi Sam
Â¢Â¡Â¢Â£Â¢Â¤ E Â¥Â§Â¦Â¢Â¨ Â£Â¢Â¤ 2004, 34(12): 13131328 1313 Â© Hamilton H13171Y1e16131f1g1@1ACh1i 100080) prq sutwvrx Hamilton yurrrrrrruwrrrd vrx Hamil- ton yefegihijikimlfnioepiqfeiiiiirfsetmufv + wixfsemyizi{ir s|~}||p~o|py|gh||| |mo|pmy|gh|||ln ww stevx Hamilton ywwyz H m ifei
Hamilton-Jacobi Theory in k-Symplectic Field Theories
M. De LeÓn; D. MartÍn De Diego; J. C. Marrero; M. Salgado; S. Vilariño
2010-05-10T23:59:59.000Z
In this paper we extend the geometric formalism of Hamilton-Jacobi theory for Mechanics to the case of classical field theories in the k-symplectic framework.
The Principle of Hamilton for Mechanical Systems with Impacts and ...
Kerim Yunt Yunt
2014-07-27T23:59:59.000Z
Jul 27, 2014 ... The Principle of Hamilton for Mechanical Systems with Impacts and Unilateral Constraints. Kerim Yunt Yunt(kerimyunt ***at*** web.de).
Thermal infrared emission spectroscopy of titanium-enriched V. E. Hamilton
Hamilton, Victoria E.
Thermal infrared emission spectroscopy of titanium-enriched pyroxenes V. E. Hamilton Hawai, Angra dos Reis, remote sensing Citation: Hamilton, V. E., Thermal infrared emission spectroscopy [Lyon, 1962], and emission [Hamilton, 1998, 2000] spectroscopic studies. These studies have documented
Jeffrey Allen Nichols | ornl.gov
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AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May JunDatastreamsmmcrcalgovInstrumentsruc DocumentationP-SeriesFlickrinformation forTechnologies | BlandineJeffDigitalJeffrey Allen
Dan Allen | Photosynthetic Antenna Research Center
Broader source: All U.S. Department of Energy (DOE) Office Webpages (Extended Search)
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May JunDatastreamsmmcrcalgovInstrumentsruc DocumentationP-Series to UserProduct: CrudeOffice ofINL is a U.S.11-26-20131 10 150Dan Allen Dan
Allen, Texas: Energy Resources | Open Energy Information
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data Center Home Page on Office of InspectorConcentrating SolarElectricEnergy InformationTuriAlexandria Biomass FacilityPosts800 CabinAllen,
Jefferson F. Allen Charitable Lead Annuity Graber Annuik Family Foundation
Napier, Terrence
Jefferson F. Allen Charitable Lead Annuity Trust Graber Annuik Family Foundation Helene & Allen Apter Foundation The Jeffrey H. and Shari L. Aronson Family Foundation Dexter F. and Dorothy H. Baker Foundation The Baxter Family Foundation Bayview Fund of the Community Foundation of New Jersey Frederick H
Hamilton's Eccentricity Vector Generalised to Newton Wonders
D. Lynden-Bell
2006-04-20T23:59:59.000Z
The vectorial velocity is given as a function of the position of a particle in orbit when a Newtonian central force is supplemented by an inverse cubic force as in Newton's theorem on revolving orbits. Such expressions are useful in fitting orbits to radial velocities of orbital streams. The Hamilton-Laplace-Runge-Lenz eccentricity vector is generalised to give a constant of the motion for these systems and an approximate constant for orbits in general central potentials. A related vector is found for Hooke's centred ellipse.
Hamilton-Jacobi Method and Gravitation
R. Di Criscienzo; L. Vanzo; S. Zerbini
2010-10-05T23:59:59.000Z
Studying the behaviour of a quantum field in a classical, curved, spacetime is an extraordinary task which nobody is able to take on at present time. Independently by the fact that such problem is not likely to be solved soon, still we possess the instruments to perform exact predictions in special, highly symmetric, conditions. Aim of the present contribution is to show how it is possible to extract quantitative information about a variety of physical phenomena in very general situations by virtue of the so-called Hamilton-Jacobi method. In particular, we shall prove the agreement of such semi-classical method with exact results of quantum field theoretic calculations.
Assessment of emerging energy sources. Summary report
Not Available
1981-09-01T23:59:59.000Z
This report summarizes the results of a broad review and analysis of the commercialization potential for eight emerging sources of energy: tight gas sands; heavy oil; methane from geopressured aquifers; oil shale; enhanced oil recovery; advanced coal mining technologies; and underground coal gasification. Each source of energy or technology was evaluated with respect to six factors affecting commercialization: size and characteristics of resource; technical and economic performance; relevant energy market growth rates; logistical considerations; development lead times; and regulatory and institutional factors. The evaluation was based on a review of existing literature, extensive interviews with industry experts and Booz-Allen and Hamilton's overall assessment of the degree to which these factors would constrain commercial development. In addition estimates were made of supply potential from each emerging energy. This report summarizes Booz Allen's findings with respect to these factors.
Electric vehicle test and evaluation data: preliminary analysis
Friedman, K.; Magro, W.
1983-06-01T23:59:59.000Z
The data in this paper summarizes the current experience of DOE private sector site operators and is based on information gathered from electric vehicle (EV) private sector site operators by Booz, Allen and Hamilton under contract to the U.S. Department of Energy. Since January 1980, Booz, Allen has collected and computerized on an IBM Personnel computer data from 16 private sector site operators covering nine vehicle types and over 1.3 million miles of vehicle travel. The paper summarizes key indicators of vehicle performance including energy consumption per mile and miles travelled per charge and reports on results of and plans for special analyses. More detailed information is available from the authors.
Hamilton-Jacobi theory in Cauchy data space
Cédirc M. Campos; Manuel de León; David Martín de Diego; Miguel Vaquero
2014-11-14T23:59:59.000Z
Recently, M. de Le\\'on el al. ([9]) have developed a geometric Hamilton-Jacobi theory for Classical Field Theories in the setting of multisymplectic geometry. Our purpose in the current paper is to establish the corresponding Hamilton-Jacobi theory in the Cauchy data space, and relate both approaches.
Asymptotic Solutions of Hamilton-Jacobi Equations with State Constraints
Mitake, Hiroyoshi [Waseda University, Department of Pure and Applied Mathematics (Japan)], E-mail: take_take_hiro2@akane.waseda.jp
2008-12-15T23:59:59.000Z
We study Hamilton-Jacobi equations in a bounded domain with the state constraint boundary condition. We establish a general convergence result for viscosity solutions of the Cauchy problem for Hamilton-Jacobi equations with the state constraint boundary condition to asymptotic solutions as time goes to infinity.
Hamilton's Turns for the Lorentz Group
R. Simon; S. Chaturvedi; V. Srinivasan; N. Mukunda
2006-01-10T23:59:59.000Z
Hamilton in the course of his studies on quaternions came up with an elegant geometric picture for the group SU(2). In this picture the group elements are represented by ``turns'', which are equivalence classes of directed great circle arcs on the unit sphere $S^2$, in such a manner that the rule for composition of group elements takes the form of the familiar parallelogram law for the Euclidean translation group. It is only recently that this construction has been generalized to the simplest noncompact group $SU(1,1) = Sp(2, R) = SL(2,R)$, the double cover of SO(2,1). The present work develops a theory of turns for $SL(2,C)$, the double and universal cover of SO(3,1) and $SO(3,C)$, rendering a geometric representation in the spirit of Hamilton available for all low dimensional semisimple Lie groups of interest in physics. The geometric construction is illustrated through application to polar decomposition, and to the composition of Lorentz boosts and the resulting Wigner or Thomas rotation.
WAVELENGTH CALIBRATION OF THE HAMILTON ECHELLE SPECTROGRAPH
Pakhomov, Yu. V. [Institute of Astronomy, Russian Academy of Sciences, Moscow (Russian Federation); Zhao, G., E-mail: pakhomov@inasan.ru [Key Laboratory of Optical Astronomy, National Astronomical Observatories, Chinese Academy of Sciences, Beijing 100012 (China)
2013-10-01T23:59:59.000Z
We present the wavelength calibration of the Hamilton Echelle Spectrograph at Lick Observatory. The main problem with the calibration of this spectrograph arises from the fact that thorium lines are absent in the spectrum of the presumed ThAr hollow-cathode lamp now under operation; numerous unknown strong lines, which have been identified as titanium lines, are present in the spectrum. We estimate the temperature of the lamp's gas which permits us to calculate the intensities of the lines and to select a large number of relevant Ti I and Ti II lines. The resulting titanium line list for the Lick hollow-cathode lamp is presented. The wavelength calibration using this line list was made with an accuracy of about 0.006 Å.
Schroedinger and Hamilton-Jacobi equations
Milos V. Lokajicek
2006-11-16T23:59:59.000Z
Time-dependent Schroedinger equation represents the basis of any quantum-theoretical approach. The question concerning its proper content in comparison to the classical physics has not been, however, fully answered until now. It will be shown that there is one-to-one physical correspondence between basic solutions (represented always by one Hamiltonian eigenfunction only) and classical ones, as the non-zero quantum potential has not any physical sense, representing only the "numerical" difference between Hamilton principal function and the phase of corresponding wave function in the case of non-inertial motion. Possible interpretation of superposition solutions will be then discussed in the light of this fact. And also different interpretation alternatives of the quantum-mechanical model will be newly analyzed and new attitude to them will be reasoned.
Fake supersymmetry versus Hamilton-Jacobi
Mario Trigiante; Thomas Van Riet; Bert Vercnocke
2012-03-14T23:59:59.000Z
We explain when the first-order Hamilton-Jacobi equations for black holes (and domain walls) in (gauged) supergravity, reduce to the usual first-order equations derived from a fake superpotential. This turns out to be equivalent to the vanishing of a newly found constant of motion and we illustrate this with various examples. We show that fake supersymmetry is a necessary condition for having physically sensible extremal black hole solutions. We furthermore observe that small black holes become scaling solutions near the horizon. When combined with fake supersymmetry, this leads to a precise extension of the attractor mechanism to small black holes: The attractor solution is such that the scalars move on specific curves, determined by the black hole charges, that are purely geodesic, although there is a non-zero potential.
Hamilton-Jacobi Renormalization for Lifshitz Spacetime
Marco Baggio; Jan de Boer; Kristian Holsheimer
2011-07-27T23:59:59.000Z
Just like AdS spacetimes, Lifshitz spacetimes require counterterms in order to make the on-shell value of the bulk action finite. We study these counterterms using the Hamilton-Jacobi method. Rather than imposing boundary conditions from the start, we will derive suitable boundary conditions by requiring that divergences can be canceled using only local counterterms. We will demonstrate in examples that this procedure indeed leads to a finite bulk action while at the same time it determines the asymptotic behavior of the fields. This puts more substance to the belief that Lifshitz spacetimes are dual to well-behaved field theories. As a byproduct, we will find the analogue of the conformal anomaly for Lifshitz spacetimes.
Bent Hamilton Cycles in d-Dimensional Grid Graphs Department of Computer Science
Sawada, Joe
Bent Hamilton Cycles in d-Dimensional Grid Graphs F. Ruskey Department of Computer Science Classifications: 05C45, 05C38 Abstract A bent Hamilton cycle in a grid graph is one in which each edge Hamilton cycle if some dimension is even and d 3, and does not have a bent Hamilton cycle if all
NUMERICAL APPROXIMATIONS OF ALLEN-CAHN AND CAHN ...
2010-03-18T23:59:59.000Z
F(u) being a given energy potential. An important feature of the Allen-Cahn and Cahn-Hilliard equations is that they can be viewed as the gradient flow of the ...
On the Hamilton-Jacobi Theory for Singular Lagrangian Systems
Manuel de León; Juan Carlos Marrero; David Martín de Diego; Miguel Vaquero
2012-04-27T23:59:59.000Z
We develop a Hamilton-Jacobi theory for singular lagrangian systems using the Gotay-Nester-Hinds constraint algorithm. The procedure works even if the system has secondary constraints.
Wave-particle duality and the Hamilton action
Gregory Sivashinsky
2009-09-23T23:59:59.000Z
The Hamilton-Jacobi equation of relativistic quantum mechanics is revisited. The equation is shown to permit solutions in the form of breathers (oscillating/spinning solitons), displaying simultaneous particle-like and wave-like behaviour.
A Geometric Hamilton-Jacobi Theory for Classical Field Theories
M. de Leon; J. C. Marrero; D. Martin de Diego
2008-01-08T23:59:59.000Z
In this paper we extend the geometric formalism of the Hamilton-Jacobi theory for hamiltonian mechanics to the case of classical field theories in the framework of multisymplectic geometry and Ehresmann connections.
Towards a Hamilton-Jacobi Theory for Nonholonomic Mechanical Systems
D. Iglesias; M. de Leon; D. Martin de Diego
2007-05-25T23:59:59.000Z
In this paper we obtain a Hamilton-Jacobi theory for nonholonomic mechanical systems. The results are applied to a large class of nonholonomic mechanical systems, the so-called \\v{C}aplygin systems.
Linearized Constraints in the Connection Representation: Hamilton-Jacobi Solution
J. N. Goldberg; D. C. Robinson
1994-05-11T23:59:59.000Z
Newman and Rovelli have used singular Hamilton-Jacobi transformations to reduce the phase space of general relativity in terms of the Ashtekar variables. Their solution of the gauge constraint cannot be inverted and indeed has no Minkowski space limit. Nonetheless, we exhibit an explicit Hamilton-Jacobi solution of all the linearized constraints. The result does not encourage an iterative solution, but it does indicate the origin of the singularity of the Newman-Rovelli result.
Geometric Hamilton-Jacobi Theory for Nonholonomic Dynamical Systems
J. F. Cariñena; X. Gracia; G. Marmo; E. Martinez; M. C. Muñoz-Lecanda; N. Roman--Roy
2009-08-17T23:59:59.000Z
The geometric formulation of Hamilton--Jacobi theory for systems with nonholonomic constraints is developed, following the ideas of the authors in previous papers. The relation between the solutions of the Hamilton--Jacobi problem with the symplectic structure defined from the Lagrangian function and the constraints is studied. The concept of complete solutions and their relationship with constants of motion, are also studied in detail. Local expressions using quasivelocities are provided. As an example, the nonholonomic free particle is considered.
Hamilton Operators, Discrete Symmetries, Brute Force and SymbolicC++
Willi-Hans Steeb; Yorick Hardy
2012-08-23T23:59:59.000Z
To find the discrete symmetries of a Hamilton operator $\\hat H$ is of central importance in quantum theory. Here we describe and implement a brute force method to determine the discrete symmetries given by permutation matrices for Hamilton operators acting in a finite-dimensional Hilbert space. Spin and Fermi systems are considered as examples. A computer algebra implementation in SymbolicC++ is provided.
Hamilton's equations for a fluid membrane
Riccardo Capovilla; Jemal Guven; Efrain Rojas
2005-05-25T23:59:59.000Z
Consider a homogenous fluid membrane described by the Helfrich-Canham energy, quadratic in the mean curvature of the membrane surface. The shape equation that determines equilibrium configurations is fourth order in derivatives and cubic in the mean curvature. We introduce a Hamiltonian formulation of this equation which dismantles it into a set of coupled first order equations. This involves interpreting the Helfrich-Canham energy as an action; equilibrium surfaces are generated by the evolution of space curves. Two features complicate the implementation of a Hamiltonian framework: (i) The action involves second derivatives. This requires treating the velocity as a phase space variable and the introduction of its conjugate momentum. The canonical Hamiltonian is constructed on this phase space. (ii) The action possesses a local symmetry -- reparametrization invariance. The two labels we use to parametrize points on the surface are themselves physically irrelevant. This symmetry implies primary constraints, one for each label, that need to be implemented within the Hamiltonian. The two lagrange multipliers associated with these constraints are identified as the components of the acceleration tangential to the surface. The conservation of the primary constraints imply two secondary constraints, fixing the tangential components of the momentum conjugate to the position. Hamilton's equations are derived and the appropriate initial conditions on the phase space variables are identified. Finally, it is shown how the shape equation can be reconstructed from these equations.
Why the Hamilton operator alone is not enough
Ilja Schmelzer
2009-01-21T23:59:59.000Z
In the many worlds community seems to exist a belief that the physics of a quantum theory is completely defined by it's Hamilton operator given in an abstract Hilbert space, especially that the position basis may be derived from it as preferred using decoherence techniques. We show, by an explicit example of non-uniqueness, taken from the theory of the KdV equation, that the Hamilton operator alone is not sufficient to fix the physics. We need the canonical operators p, q as well. As a consequence, it is not possible to derive a "preferred basis" from the Hamilton operator alone, without postulating some additional structure like a "decomposition into systems". We argue that this makes such a derivation useless for fundamental physics.
A Hamilton-Jacobi Theory for Singular Lagrangian Systems in the Skinner and Rusk Setting
Manuel de León; David Martín de Diego; Miguel Vaquero
2012-05-01T23:59:59.000Z
We develop a Hamilton-Jacobi theory for singular lagrangian systems in the Skinner-Rusk formalism. Comparisons with the Hamilton-Jacobi problem in the lagrangian and hamiltonian settings are discussed.
Spin-Hamilton Operator, Graviton-Photon Coupling and an Eigenvalue Problem
Yorick Hardy; Willi-Hans Steeb
2012-09-28T23:59:59.000Z
We solve exactly the eigenvalue problem for a spin Hamilton operator describing graviton-photon coupling. Entanglement of the eigenstates are also studied. Other spin-coupled Hamilton operators involving spin-1 and spin-2 are also investigated and compared.
Hamilton-Jacobi-Bellman equations for Quantum Filtering and Control
J. Gough; V. P. Belavkin; O. G. Smolyanov
2005-02-24T23:59:59.000Z
We exploit the separation of the filtering and control aspects of quantum feedback control to consider the optimal control as a classical stochastic problem on the space of quantum states. We derive the corresponding Hamilton-Jacobi-Bellman equations using the elementary arguments of classical control theory and show that this is equivalent, in the Stratonovich calculus, to a stochastic Hamilton-Pontryagin setup. We show that, for cost functionals that are linear in the state, the theory yields the traditional Bellman equations treated so far in quantum feedback.
Hamilton-Jacobi Mechanics from Pseudo-Supersymmetry
Paul K. Townsend
2007-10-26T23:59:59.000Z
For a general mechanical system, it is shown that each solution of the Hamilton-Jacobi equation defines an N=2 pseudo-supersymmetric extension of the system, such that the usual relation of the momenta to Hamilton's principal function is the `BPS' condition for preservation of 1/2 pseudo-supersymmetry. The examples of the relativistic and non-relativistic particle, in a general potential, are worked through in detail, and used to discuss the relation to cosmology and to supersymmetric quantum mechanics.
DecODing DiagnOstics 1/2 Day Liuna Station, Hamilton, ON
Haykin, Simon
October 30 DecODing DiagnOstics 1/2 Day Liuna Station, Hamilton, ON november 8 clinical skills, Hamilton, ON november 13 eviDence-BaseD management Of the DiaBetes ePiDemic 2013 Liuna Station, Hamilton, ON november 16-17 acls (aDvanceD carDiac life suPPOrt) McMaster University, Medical Centre, Hamilton
A Hamilton-Jacobi approach for a model of population structured by space and trait
Paris-Sud XI, UniversitÃ© de
A Hamilton-Jacobi approach for a model of population structured by space and trait Emeric Bouin WKB ansatz, we prove that the propagation of the population in space can be de- scribed by a Hamilton, Hamilton-Jacobi equation, Spectral problem, Front propagation AMS Class. No: 45K05, 35B25, 49L25, 92D15, 35
Ergodicity of Hamilton-Jacobi equations with a non coercive non convex Hamiltonian in R2
Boyer, Edmond
Ergodicity of Hamilton-Jacobi equations with a non coercive non convex Hamiltonian in R2 /Z2 Pierre of Hamilton-Jacobi equations with a non coercive, non convex Hamiltonian in the torus R2/Z2. We give nonreson moyenne temporelle de solutions d'Â´equations de Hamilton-Jacobi pour un hamiltonien non convexe et non
Solovey, Mark
Mark Solovey; Hamilton Cravens, eds. Cold War Social Science: Knowledge Production, Liberal Nature by Mark Solovey; Hamilton Cravens Review by: Greg Eghigian Isis, Vol. 104, No. 2 (June 2013), pp. BUERKI Mark Solovey; Hamilton Cravens (Editors). Cold War Social Science: Knowledge Production, Liberal
Are oxidized shergottite-like basalts an alternative to ``andesite'' on Victoria E. Hamilton
Hamilton, Victoria E.
Are oxidized shergottite-like basalts an alternative to ``andesite'' on Mars? Victoria E. Hamilton; 6225 Planetology: Solar System Objects: Mars. Citation: Hamilton, V. E., and M. E. Minitti meteorites [Hamilton et al., 1997]. The mineralogies of the Martian TIR spectra were inter- preted
KÃ¼hn, Daniela
FINDING HAMILTON CYCLES IN ROBUSTLY EXPANDING DIGRAPHS DEMETRES CHRISTOFIDES, PETER KEEVASH, DANIELA KÂ¨UHN AND DERYK OSTHUS Abstract. We provide an NC algorithm for finding Hamilton cycles for the existence of Hamilton cycles in terms of the degree sequence and thus we provide algorithmic proofs of (i
A SURVEY ON HAMILTON CYCLES IN DIRECTED GRAPHS DANIELA KUHN AND DERYK OSTHUS
KÃ¼hn, Daniela
A SURVEY ON HAMILTON CYCLES IN DIRECTED GRAPHS DANIELA KÂ¨UHN AND DERYK OSTHUS Abstract. We survey some recent results on long-standing conjectures regard- ing Hamilton cycles in directed graphs towards Kelly's conjecture on Hamilton decompositions of regular tournaments: the edges of every regular
APPROXIMATE HAMILTON DECOMPOSITIONS OF RANDOM FIACHRA KNOX, DANIELA KUHN AND DERYK OSTHUS
KÃ¼hn, Daniela
APPROXIMATE HAMILTON DECOMPOSITIONS OF RANDOM GRAPHS FIACHRA KNOX, DANIELA KÂ¨UHN AND DERYK OSTHUS Abstract. We show that if pn log n the binomial random graph Gn,p has an approximate Hamilton decomposition. More precisely, we show that in this range Gn,p contains a set of edge-disjoint Hamilton cycles
Hamilton-Jacobi equations for optimal control on junctions and Yves Achdou
Boyer, Edmond
Hamilton-Jacobi equations for optimal control on junctions and networks Yves Achdou , Salom. A notion of viscosity solution of Hamilton-Jacobi equations on the network has been proposed in earlier of optimal control. Keywords Optimal control, networks, Hamilton-Jacobi equations, viscosity solutions AMS 34
Hamilton-Jacobi Equations on a Manifold and Applications to Grid Generation or Re nement.
Hamilton-Jacobi Equations on a Manifold and Applications to Grid Generation or Re#28;nement. Ph Hamilton-Jacobi equations on a manifold, typically on the graph of some previously computed function z method. Keywords: Hamilton-Jacobi equations, viscosity solutions, level set method, adaptative meshes
Hamilton Cycles which Extend Transposition Matchings in Cayley Graphs of S n
Savage, Carla D.
Hamilton Cycles which Extend Transposition Matchings in Cayley Graphs of S n Frank Ruskey \\Lambda matching M b in Cay(B : S n ). We show here when n ? 4 that for any b 2 B, there is a Hamilton cycle in Cay only a Hamilton path, the question is still open and is, in fact, a special case of the more general
Clustering Spatial Data in the Presence of Obstacles Xin Wang and Howard J. Hamilton
Clustering Spatial Data in the Presence of Obstacles Xin Wang and Howard J. Hamilton Department of Computer Science University of Regina, Regina, Sask, Canada S4S 0A2 {wangx, hamilton-based clustering method DBRS (Wang and Hamilton 2003) to handle obstacles and call the extended method DBRS
HAMILTON -CYCLES IN UNIFORM HYPERGRAPHS DANIELA KUHN, RICHARD MYCROFT, AND DERYK OSTHUS
KÃ¼hn, Daniela
HAMILTON -CYCLES IN UNIFORM HYPERGRAPHS DANIELA KÂ¨UHN, RICHARD MYCROFT, AND DERYK OSTHUS Abstract n k k- (k- ) +o(n) contains a Hamilton -cycle. This confirms a conjecture of H`an and Schacht ordering of the edges) intersects in precisely vertices. We say that a k-graph H contains a Hamilton -cycle
Hamilton's rule in multi-level selection Burton Simon, Jeffrey A. Fletcher & Michael Doebeli
Simon, Burt
Hamilton's rule in multi-level selection models Burton Simon, Jeffrey A. Fletcher & Michael Doebeli is determined (statistically) by the composi- tion of the parent group. We derive Hamilton-like inequalities ways due to both individual-level and group level processes. Hamilton's rules only contain first
Hamilton-Jacobi-Bellman equations for the optimal control of a state equation with
Paris-Sud XI, UniversitÃ© de
Hamilton-Jacobi-Bellman equations for the optimal control of a state equation with memory G is the only viscosity solution of an Hamilton-Jacobi-Bellman equation of the form: v(x, z) + H(x, z, xv(x, z, Hamilton-Jacobi-Bellman equations in infinite dimensions. UniversitÂ´e Paris Dauphine, CEREMADE, Pl. de
EDGE-DISJOINT HAMILTON CYCLES IN GRAPHS DEMETRES CHRISTOFIDES, DANIELA KUHN AND DERYK OSTHUS
Osthus, Deryk
EDGE-DISJOINT HAMILTON CYCLES IN GRAPHS DEMETRES CHRISTOFIDES, DANIELA KÂ¨UHN AND DERYK OSTHUS at least n/8 edge-disjoint Hamilton cycles. More generally, we give an asymptotically best possible answer for the number of edge-disjoint Hamilton cycles that a graph G with minimum degree must have. We also prove
A Hamilton Path Heuristic with Applications to the Middle Two Levels Problem
Savage, Carla D.
A Hamilton Path Heuristic with Applications to the Middle Two Levels Problem Ian Shields IBM P is to find a Hamilton cycle in the middle two levels, M 2k+1 , of the Hasse diagram of B 2k+1 (the partially. We show that if a Hamilton path between two distinguished vertices exists in a reduced graph
HAMILTON DECOMPOSITIONS OF REGULAR TOURNAMENTS DANIELA KUHN, DERYK OSTHUS AND ANDREW TREGLOWN
Osthus, Deryk
HAMILTON DECOMPOSITIONS OF REGULAR TOURNAMENTS DANIELA KÂ¨UHN, DERYK OSTHUS AND ANDREW TREGLOWN into edge-disjoint Hamilton cycles. More precisely, for each > 0 every regular tournament G of sufficiently large order n contains at least (1/2 - )n edge-disjoint Hamilton cycles. This gives an approximate
Nonorientable hamilton cycle embeddings of complete tripartite M. N. Ellinghama,1,
Ellingham, Mark
Nonorientable hamilton cycle embeddings of complete tripartite graphs M. N. Ellinghama,1, , Justin tripartite graph Kn,n,n on a nonorientable surface such that the boundary of every face is a hamilton cycle, graph embedding, nonorientable genus, hamilton cycle 2000 MSC: 05C10 1. Introduction An important topic
Hamilton Cycles Containing Randomly Selected Edges in Random Regular Graphs \\Lambda
Robinson, Robert W.
Hamilton Cycles Containing Randomly Selected Edges in Random Regular Graphs \\Lambda R. W. Robinson oriented root edges have been randomly specified for the cycle to contain. The Hamilton cycle must be orientable to agree with all of the orientations on the j root edges. It is shown that the requisite Hamilton
The HAMILTON-JACOBI TYPE EQUATIONS for NONLINEAR TARGET CONTROL and their
Varaiya, Pravin
The HAMILTON-JACOBI TYPE EQUATIONS for NONLINEAR TARGET CONTROL and their APPROXIMATION A. This paper gives a comparison principle for first-order PDEs of the Hamilton- Jacobi-Bellman type that arise of the Hamilton-Jacobi-Bellman (HJB) type and their modifications, [2, 3, 4, 5, 6, 7] However, solutions
Quantized Hamilton dynamics for a general potential O. V. Prezhdo and Y. V. Pereverzev
Quantized Hamilton dynamics for a general potential O. V. Prezhdo and Y. V. Pereverzev Department December 2001 The quantization of Hamilton dynamics QHD J. Chem. Phys. 113, 6557 2000 that efficiently. INTRODUCTION In Refs. 1 and 2 we have proposed a generalization of classical Hamilton dynamics that includes
EDGE-DISJOINT HAMILTON CYCLES IN RANDOM GRAPHS FIACHRA KNOX, DANIELA KUHN AND DERYK OSTHUS
KÃ¼hn, Daniela
EDGE-DISJOINT HAMILTON CYCLES IN RANDOM GRAPHS FIACHRA KNOX, DANIELA KÂ¨UHN AND DERYK OSTHUS a collection of (G)/2 edge-disjoint Hamilton cycles in G Gn,p, plus an additional edge-disjoint matching of Frieze and Krivelevich. 1. Introduction The question of how many edge-disjoint Hamilton cycles one can
A Hamilton-Jacobi approach to junction problems and application to traffic flows
Paris-Sud XI, UniversitÃ© de
A Hamilton-Jacobi approach to junction problems and application to traffic flows C. Imbert , R of a model case of first order Hamilton-Jacobi equations posed on a "junction", that is to say the union of such problems. Keywords: Hamilton-Jacobi equations, discontinuous Hamiltonians, viscosity solutions, optimal
The Hamilton principle for fluid binary mixtures with two temperatures Henri Gouin1
Boyer, Edmond
The Hamilton principle for fluid binary mixtures with two temperatures Henri Gouin1 and Tommaso, the Hamilton principle of least action is able to produce the equation of motion for each component that the Hamilton principle can afford to obtain the equations of motions for multi- temperature mixtures of fluids
System of two Hamilton-Jacobi equations for complex-valued travel time
Cerveny, Vlastislav
System of two Hamilton-Jacobi equations for complex-valued travel time Lud#20;ek Klime#20;s. In real space, the eikonal equation for complex{valued travel time represents the system of two Hamilton of this system of Hamilton{Jacobi equations does not propagate along rays, and has to be solved by more global
On the Hamilton-Jacobi Variational Formulation of the Vlasov P. J. Morrison
Morrison, Philip J.,
On the Hamilton-Jacobi Variational Formulation of the Vlasov Equation P. J. Morrison Department: January 27, 2012) The Hamilton-Jacobi formulation of Vlasov-like systems and associated action principles and suggestions for their use are given. I. INTRODUCTION In this note we briefly review the Hamilton-Jacobi (HJ
Hamilton's rule in multi-level selection models Burton Simon a
Doebeli, Michael
Hamilton's rule in multi-level selection models Burton Simon a , Jeffrey A. Fletcher b , Michael Group selection Partial differential equation a b s t r a c t Hamilton's rule is regarded as a useful. Here we model more realistic situations, in which the traditional Hamilton's rule generally fails
The value of a broad mind: some natural history meanderings of Bill Hamilton *
Amrhein, Valentin
The value of a broad mind: some natural history meanderings of Bill Hamilton * DAVID HUGHES) that to write a paper with Bill Hamilton admitted one to a small circle, the honour of inclusion in which history meanderings of Bill Hamilton. Such curiosity may be justified, as my own work (on peculiar
Loose Hamilton Cycles in Random k-Uniform Hypergraphs Andrzej Dudek and Alan Frieze
Frieze, Alan
Loose Hamilton Cycles in Random k-Uniform Hypergraphs Andrzej Dudek and Alan Frieze Department-uniform hypergraph Hn,p;k of order n each possible k-tuple appears independently with probability p. A loose Hamilton Hamilton cycle) = 1. This is asymptotically best possible. 1 Introduction The threshold for the existence
Forensic Pathologist Hamilton Regional Laboratory Medicine Program and McMaster University
Haykin, Simon
Forensic Pathologist Hamilton Regional Laboratory Medicine Program and McMaster University Hamilton, ON Applications are invited for a full-time Forensic Pathologist position with the Hamilton Regional Laboratory Medicine Program (HRLMP). The Forensic Pathology Unit is a sub-specialty of the Anatomic Pathology section
Hawaii Clean Energy Initiative Scenario Analysis: Quantitative...
Office of Environmental Management (EM)
Hawaii Clean Energy Initiative Scenario Analysis Quantitative Estimates Used to Facilitate Working Group Discussions (2008-2010) R. Braccio, P. Finch, and R. Frazier Booz Allen...
The Cyclic Cycle Complex of a Surface Allen Hatcher
Hatcher, Allen
Ci need not be connected. The faces of a k-simplex are obtained by deleting a cycle and combiningThe Cyclic Cycle Complex of a Surface Allen Hatcher A recent paper [BBM] by Bestvina, Bux. By a cycle in a closed oriented surface S we mean a nonempty collection of finitely many disjoint oriented
A Dynamical IS-LM Model Allen Tang
Marzuola, Jeremy
A Dynamical IS-LM Model Allen Tang The University of North Carolina the specifications of a discrete dynamical IS-LM model and discuss how this model can of monetary policy, to an economy. The standard static IS-LM model arises
401-C Allen Hall Department of Physics and Astronomy
Marai, G. Elisabeta "Liz"
401-C Allen Hall Department of Physics and Astronomy 3941 O'Hara Street Pittsburgh, PA 15260 for these problems. A few years ago, a physics and astronomy graduate student, Brian Cherinka, took a course you between a few members of our department of Physics and Astronomy (Michael Wood-Vasey, Arthur Kosowsky
Innovative gas energy systems for use with passive solar residences
Hartman, D.; Kosar, D.
1983-06-01T23:59:59.000Z
The GRI asked Booz, Allen, and Hamilton to analyze the integration of passive solar with gas-fired energy systems for heating and cooling homes. Direct gain, trombe wall, thermosiphon and thermal roof storage heating systems were studied. Solar load control, evaporative cooling, earth coupling, and night radiation cooling systems were investigated. The drawbacks of conventional gas backup systems are discussed. Innovative passive/gas combinations are recommended. These include multizone gas furnace, decentralized gas space heater, gas desiccant dehumidifier, and gas dehumidifier for basement drying. The multizone furnace saves $1500, and is recommended for Pilot Version development.
Hamilton-Jacobi equations with jumps: asymptotic stability
Amir Mahmood; Saima Parveen
2009-09-05T23:59:59.000Z
The asymptotic stability of a global solution satisfying Hamilton-Jacobi equations with jumps will be analyzed in dependence on the strong dissipativity of the jump control function and using orbits of the differentiable flows to describe the corresponding characteristic system.
Spin Hamilton Operators, Symmetry Breaking, Energy Level Crossing and Entanglement
Willi-Hans Steeb; Yorick Hardy; Jacqueline de Greef
2011-10-19T23:59:59.000Z
We study finite-dimensional product Hilbert spaces, coupled spin systems, entanglement and energy level crossing. The Hamilton operators are based on the Pauli group. We show that swapping the interacting term can lead from unentangled eigenstates to entangled eigenstates and from an energy spectrum with energy level crossing to avoided energy level crossing.
Hamilton-Jacobi theory and the evolution operator
J. F. Carinena; X. Gracia; E. Martinez; G. Marmo; M. C. Munoz-Lecanda; N. Roman-Roy
2009-07-06T23:59:59.000Z
We present a new setting of the geometric Hamilton-Jacobi theory by using the so-called time-evolution operator K. This new approach unifies both the Lagrangian and the Hamiltonian formulation of the problem developed in a previous paper [7], and can be applied to the case of singular Lagrangian dynamical systems.
Hamilton-Jacobi formulation of systems within Caputo's fractional derivative
Eqab M. Rabei; Ibtesam Almayteh; Sami I. Muslih; Dumitru Baleanu
2007-03-26T23:59:59.000Z
In this paper we develop a fractional Hamilton-Jacobi formulation for discrete systems in terms of fractional Caputo derivatives. The fractional action function is obtained and the solutions of the equations of motion are recovered. An example is studied in details.
Hamilton-Jacobi Counterterms for Einstein-Gauss-Bonnet Gravity
James T. Liu; Wafic A. Sabra
2008-07-08T23:59:59.000Z
The on-shell gravitational action and the boundary stress tensor are essential ingredients in the study of black hole thermodynamics. We employ the Hamilton-Jacobi method to calculate the boundary counterterms necessary to remove the divergences and allow the study of the thermodynamics of Einstein-Gauss-Bonnet black holes.
Involutive constrained systems and Hamilton-Jacobi formalism
M. C. Bertin; B. M. Pimentel; C. E. Valcárcel
2014-09-08T23:59:59.000Z
In this paper, we study singular systems with complete sets of involutive constraints. The aim is to establish, within the Hamilton-Jacobi theory, the relationship between the Frobenius' theorem, the infinitesimal canonical transformations generated by constraints in involution with the Poisson brackets, and the lagrangian point (gauge) transformations of physical systems.
1Electricity from Sunlight: The Van Allen Probes Solar Panels NASA's twin Van Allen Probes of the surrounding four solar panel `wings' that provide power to the spacecraft instruments. The small blue rectangles within each of the four solar panels show the location of the solar cells used to power
Lightsey, Glenn
density 4 Hydrogen polymer electrolyteHydrogen polymer electrolyte membrane fuel cell (PEMFC)membrane fuel1 LowerLower--Cost Fuel CellsCost Fuel Cells Allen J. Bard, Arumugam Manthiram,Allen J. BardMaterials Science and Engineering Program 2 CONVENTIONAL POWER PLANT DIRECT FUEL CELL POWER PLANT Heat
Wave-Particle Duality and the Hamilton-Jacobi Equation
Gregory I. Sivashinsky
2009-12-28T23:59:59.000Z
The Hamilton-Jacobi equation of relativistic quantum mechanics is revisited. The equation is shown to permit solutions in the form of breathers (oscillating/spinning solitons), displaying simultaneous particle-like and wave-like behavior. The de Broglie wave thus acquires a clear deterministic meaning of a wave-like excitation of the classical action function. The problem of quantization in terms of the breathing action function and the double-slit experiment are discussed.
A Cosmological Modification to Energy from Mach-Hamilton Consistency
Scott Funkhouser
2004-03-24T23:59:59.000Z
If Mach's Principle explains the Newtonian inertial reaction to acceleration then the role of the 'fixed stars' should also be manifest through Hamilton's formulation of mechanics. This consistency may be achieved if the expression for relativistic energy contains a cosmological coefficient that is (currently) equal to one. The presence of the required cosmological term exactly identifies the rest energy of a body as its gravitational potential energy due to the mass of the Universe.
Quantum Hamilton-Jacobi Approach to Two Dimensional Singular Oscillator
Ozlem Yesiltas; Bengu Demircioglu
2007-08-20T23:59:59.000Z
We have obtained the solutions of two dimensional singular oscillator which is known as the quantum Calogero-Sutherland model both in cartesian and parabolic coordinates within the framework of quantum Hamilton Jacobi formalism. Solvability conditions and eigenfunctions are obtained by using the singularity structures of quantum momentum functions under some conditions. New potentials are generated by using the first two states of singular oscillator for parabolic coordinates.
Hamilton-Jacobi formalism for string gas thermodynamics
Joseph, Anosh [Department of Physics, Syracuse University, Syracuse, New York 13244-1130 (United States); Rajeev, Sarada G. [Department of Physics and Astronomy and Department of Mathematics, University of Rochester, Rochester, New York 14627-0171 (United States)
2009-03-15T23:59:59.000Z
We show that the thermodynamics of a system of strings at high energy densities under the ideal gas approximation has a formulation in terms of the Hamilton-Jacobi theory. The two parameters of the system, which have dimensions of energy density and number density, respectively, define a family of hypersurfaces of a codimension one, which can be described by the vanishing of a function F that plays the role of a Hamiltonian.
Hamilton-Jacobi formalism for string gas thermodynamics
Anosh Joseph; S. G. Rajeev
2008-07-25T23:59:59.000Z
We show that the thermodynamics of a system of strings at high energy densities under the ideal gas approximation has a formulation in terms of Hamilton-Jacobi theory. The two parameters of the system, which have dimensions of energy density and number density, respectively, define a family of hypersurfaces of co-dimension one, which can be described by the vanishing of a function F that plays the role of a Hamiltonian.
General relativity in two dimensions: A Hamilton-Jacobi analysis
Bertin, M.C., E-mail: mcbertin@gmail.co [Instituto de Fisica Teorica, UNESP - Sao Paulo State University, Caixa Postal 70532-2, 01156-970 Sao Paulo, SP (Brazil); Pimentel, B.M., E-mail: pimentel@ift.unesp.b [Instituto de Fisica Teorica, UNESP - Sao Paulo State University, Caixa Postal 70532-2, 01156-970 Sao Paulo, SP (Brazil); Pompeia, P.J., E-mail: pedro.pompeia@gmail.co [Divisao de Confiabilidade Metrologica Aeroespacial - Instituto de Fomento e Coordenacao Industrial, Praca Marechal Eduardo Gomes, 50 - Vila das Acacias, 12228-901 Sao Jose dos Campos, SP (Brazil)
2010-11-15T23:59:59.000Z
We analyzed the constraint structure of the Einstein-Hilbert first-order action in two dimensions using the Hamilton-Jacobi approach. We were able to find a set of involutive, as well as a set of non-involutive constraints. Using generalized brackets we showed how to assure integrability of the theory, to eliminate the set of non-involutive constraints and how to build the field equations.
Hamilton County, New York: Energy Resources | Open Energy Information
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data CenterFranconia, Virginia: Energy Resources Jump to: navigation,Ohio:Greer County is a countyon State0933482Â°,HamdardCoolidge,Hamilton
Hamilton relativity group for noninertial states in quantum mechanics
Stephen G. Low
2007-10-18T23:59:59.000Z
Physical states in quantum mechanics are rays in a Hilbert space. Projective representations of a relativity group transform between the quantum physical states that are in the admissible class. The physical observables of position, time, energy and momentum are the Hermitian representation of the Weyl-Heisenberg algebra. We show that there is a consistency condition that requires the relativity group to be a subgroup of the group of automorphisms of the Weyl-Heisenberg algebra. This, together with the requirement of the invariance of classical time, results in the inhomogeneous Hamilton group that is the relativity group for noninertial frames in classical Hamilton's mechanics. The projective representation of a group is equivalent to unitary representations of its central extension. The central extension of the inhomogeneous Hamilton group and its corresponding Casimir invariants are computed. One of the Casimir invariants is a generalized spin that is invariant for noninertial states. It is the familiar inertial Galilean spin with additional terms that may be compared to noninertial experimental results.
E-Print Network 3.0 - allen philippe prior Sample Search Results
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search results for: allen philippe prior Page: << < 1 2 3 4 5 > >> 1 Statistical Machine Translation: the basic, the novel, and the speculative Summary: Statistical Machine...
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University of Minnesota Collection: Physics ; Materials Science 15 AN EXAMINATION OF BICYCLE COUNTS AND SPEEDS ASSOCIATED WITH THE INSTALLATION OF BIKE LANES Summary: and Allen...
Hamilton-Jacobi Theory for Optimal Control Problems on Stratified Domains.
Barnard, Richard Charles
2010-01-01T23:59:59.000Z
??This thesis studies optimal control problems on stratified domains. We first establish a known proximal Hamilton-Jacobi characterization of the value function for problems with Lipschitz… (more)
Becoming Vietnamese-Canadian: the Story of the Vietnamese Boat People in Hamilton.
Dam, Huyen
2009-01-01T23:59:59.000Z
?? The story of the Vietnamese Boat People in Hamilton is one that began in the late 1970s during the 'Boat People Crisis'. This led… (more)
The Hamilton-Jacobi Theory, Quantum Mechanics and General Relativity
B. G. Sidharth
2005-10-12T23:59:59.000Z
The Hamilton-Jacobi theory of Classical Mechanics can be extended in a novel manner to systems which are fuzzy in the sense that they can be represented by wave functions. A constructive interference of the phases of the wave functions then gives us back Classical systems. In a suitable description this includes both Quantum Theory and General Relativity in the well known superspace formulation. However, there are several nuances which provide insight into these latter systems. All this is considered in this paper together with suitable generalization, to cascades of super universes.
ZM theory II: Hamilton's and Lagrange's equations of motion
Yaneer Bar-Yam
2006-03-03T23:59:59.000Z
We show that considering time measured by an observer to be a function of a cyclical field (an abstract version of a clock) is consistent with Hamilton's and Lagrange's equations of motion for a one dimensional space manifold. The derivation may provide a simple understanding of the conventions that are used in defining the relationship between independent and dependent variables in the Lagrangian and Hamiltonian formalisms. These derivations of the underlying principles of classical mechanics are steps on the way to discussions of physical laws and interactions in ZM theory.
DOE - Office of Legacy Management -- Hamilton_FUSRAP
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AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May Jun Jul(Summary) "ofEarlyEnergyDepartment ofDepartment ofof EnergyYou are here HomeGunnison Mill Site - COOhio Hamilton,
DOE - Office of Legacy Management -- Hamilton OH Site - OH 27
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AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May Jun Jul(Summary) "ofEarlyEnergyDepartment ofDepartment ofof EnergyYou areDowntown SiteOhio FernaldGranite CityHamilton OH
Village of Hamilton, New York (Utility Company) | Open Energy Information
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data Center Home Page on Office of InspectorConcentrating SolarElectric Coop,Save EnergyGlouster, Ohio (Utility Company)Hamilton Place: New York
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AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data Center Home5b9fcbce19 NoPublic Utilities Address: 160Benin:Energy Nebraska (Utility Company) Jump to: navigation, search Name:Hamilton,
Hamilton County, Ohio: Energy Resources | Open Energy Information
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data Center Home5b9fcbce19 No revision hasInformation Earth's Heat Jump to:Photon Place:Net JumpStrategy | OpenHackberryHamilton
E. William Hamilton III Michele S. Giovannini Stephanie A. Moses James S. Coleman
Raina, Ramesh
E. William Hamilton III Ã¡ Michele S. Giovannini Stephanie A. Moses Ã¡ James S. Coleman Samuel J. Mc Springer-Verlag 1998 E.W. Hamilton (8) Ã¡ M.S. Giovannini1 Ã¡ S.A. Moses2 J.S. Coleman3 Ã¡ S.J. Mc
rstb.royalsocietypublishing.org Cite this article: Macalady JL, Hamilton TL,
Burgos, William
rstb.royalsocietypublishing.org Review Cite this article: Macalady JL, Hamilton TL, Grettenberger,2,3, Trinity L. Hamilton1,2, Christen L. Grettenberger1,3, Daniel S. Jones1,2,, Leah E. Tsao1,2 and William D
Geometric Hamilton-Jacobi theory for higher-order autonomous systems
Leonardo Colombo; Manuel de León; Pedro Daniel Prieto-Martínez; Narciso Román-Roy
2014-05-19T23:59:59.000Z
The geometric framework for the Hamilton-Jacobi theory is used to study this theory in the ambient of higher-order mechanical systems, both in the Lagrangian and Hamiltonian formalisms. Thus, we state the corresponding Hamilton-Jacobi equations in these formalisms and apply our results to analyze some particular physical examples.
The Early History of Hamilton-Jacobi Dynamics 1834-1837
Fraser, Craig
The Early History of Hamilton-Jacobi Dynamics 1834-1837 BY MICHIYONAKANE* AND CRAIGG. FRASER+ 1 Introduction The subject of the present article consists of four works, William Rowan Hamilton's dynamical in some detail to Jacobi's dynamical lectures of 184243 (published in 1866), this is done only in so far
Hamilton, Derek
T. Candelaria, and Derek A. Hamilton University of New Mexico Adult rats show a preference (Akers & Hamilton, 2007; Brown & Whishaw, 2000; Carman & Mactutus, 2001; Kraemer & Randall, 1995; Rudy, 1949; Hamilton, Akers, Weisend, & Sutherland, 2007; Skinner et al., 2003)--that may appear behaviorally
Evidence of blocking with geometric cues in a virtual Edward S. Redhead a,*, Derek A. Hamilton b
Hamilton, Derek
. Hamilton b a School of Psychology, University of Southampton, Highfield, Southampton SO17 1BJ, UK b. Several experiments using both human (e.g., Chamizo, Aznar-Casanova, & Artigas, 2003; Redhead & Hamilton.elsevier.com/locate/l&m #12;and Hamilton (2007) asked human participants to approach a visible platform in a computer gener
Dollar, Anna
MIAMI 2012-13 HAMILTON Â· MIDDLETOWN Â· WEST CHESTER APPLY ONLINE OR SCHEDULE A CAMPUS VISIT: Miami in Hamilton, Middletown, and West Chester. YOU CAN PREPARE -- and prepare well -- for relocation to the Oxford campuses in Middletown and Hamilton to make Miami's top-notch education accessible, affordable
Goddard, Wayne
The Elusive Hamilton Problem for Cayley Graphs--an Overview 28th Clemson Mini State University October 3, 2013 Erik Westlund (KSU) Elusive Hamilton Problem for Cayley Graphs October} Cay(Z12; {2, 3, 4} ) Cay(D4; {a, b} ) Cay(Z4 2; S ) Erik Westlund (KSU) Elusive Hamilton Problem
THE DISAPPEARING ACT OF KH 15D: PHOTOMETRIC RESULTS FROM 1995 TO 2004 Catrina M. Hamilton1
Royer, Dana
THE DISAPPEARING ACT OF KH 15D: PHOTOMETRIC RESULTS FROM 1995 TO 2004 Catrina M. Hamilton1:65 Ã? 0:01. Analysis of the Ultraviolet and Visual Echelle Spectrograph VLT spectra obtained by Hamilton to be R Â¼ (1:3 Ã? 0:1) R, which concurs with the value obtained by Hamilton and coworkers from its
A history of Allen Academy, 1886-1968
LeUnes, Barbara Laverne
2012-06-07T23:59:59.000Z
A HISTORY OF ALIEN ACADEMY, 1886-1968 A Thesis by Barbara Laverne Le Unes Submitted to the Graduate College of Texas A&M U n i v e r s i t y i n p a r t i a l f u l f i l l m e n t of the requirement f o r the degree o MASTER OF ARTS January... 1970 E i s t o r y A HISTORY OF ALLEN ACADEMY, 1886-1968 a Tnesis Barbara Laverne Le Un< Approved as to s t y l e and content by: CChajar H ^ ^ t o ^ XHe a/3" o f L'e p ar t me n t) ^ no nicer; (Member; January 197^ 9 5 2 8 0 4 1 X I...
Hamilton-Jacobi Theory for Degenerate Lagrangian Systems with Holonomic and Nonholonomic Constraints
Melvin Leok; Tomoki Ohsawa; Diana Sosa
2011-09-27T23:59:59.000Z
We extend Hamilton-Jacobi theory to Lagrange-Dirac (or implicit Lagrangian) systems, a generalized formulation of Lagrangian mechanics that can incorporate degenerate Lagrangians as well as holonomic and nonholonomic constraints. We refer to the generalized Hamilton-Jacobi equation as the Dirac-Hamilton-Jacobi equation. For non-degenerate Lagrangian systems with nonholonomic constraints, the theory specializes to the recently developed nonholonomic Hamilton-Jacobi theory. We are particularly interested in applications to a certain class of degenerate nonholonomic Lagrangian systems with symmetries, which we refer to as weakly degenerate Chaplygin systems, that arise as simplified models of nonholonomic mechanical systems; these systems are shown to reduce to non-degenerate almost Hamiltonian systems, i.e., generalized Hamiltonian systems defined with non-closed two-forms. Accordingly, the Dirac-Hamilton-Jacobi equation reduces to a variant of the nonholonomic Hamilton-Jacobi equation associated with the reduced system. We illustrate through a few examples how the Dirac-Hamilton-Jacobi equation can be used to exactly integrate the equations of motion.
Quantum interference within the complex quantum Hamilton-Jacobi formalism
Chou, Chia-Chun, E-mail: chiachun@mail.utexas.ed [Institute for Theoretical Chemistry and Department of Chemistry and Biochemistry, University of Texas at Austin, Austin, TX 78712 (United States); Sanz, Angel S., E-mail: asanz@imaff.cfmac.csic.e [Instituto de Fisica Fundamental, Consejo Superior de Investigaciones Cientificas, Serrano 123, 28006 Madrid (Spain); Miret-Artes, Salvador, E-mail: s.miret@imaff.cfmac.csic.e [Instituto de Fisica Fundamental, Consejo Superior de Investigaciones Cientificas, Serrano 123, 28006 Madrid (Spain); Wyatt, Robert E., E-mail: wyattre@mail.utexas.ed [Institute for Theoretical Chemistry and Department of Chemistry and Biochemistry, The University of Texas at Austin, Austin, TX 78712 (United States)
2010-10-15T23:59:59.000Z
Quantum interference is investigated within the complex quantum Hamilton-Jacobi formalism. As shown in a previous work [Phys. Rev. Lett. 102 (2009) 250401], complex quantum trajectories display helical wrapping around stagnation tubes and hyperbolic deflection near vortical tubes, these structures being prominent features of quantum caves in space-time Argand plots. Here, we further analyze the divergence and vorticity of the quantum momentum function along streamlines near poles, showing the intricacy of the complex dynamics. Nevertheless, despite this behavior, we show that the appearance of the well-known interference features (on the real axis) can be easily understood in terms of the rotation of the nodal line in the complex plane. This offers a unified description of interference as well as an elegant and practical method to compute the lifetime for interference features, defined in terms of the average wrapping time, i.e., considering such features as a resonant process.
Hamilton-Jacobi Approach for Power-Law Potentials
R. C. Santos; J. Santos; J. A. S. Lima
2006-08-30T23:59:59.000Z
The classical and relativistic Hamilton-Jacobi approach is applied to the one-dimensional homogeneous potential, $V(q)=\\alpha q^n$, where $\\alpha$ and $n$ are continuously varying parameters. In the non-relativistic case, the exact analytical solution is determined in terms of $\\alpha$, $n$ and the total energy $E$. It is also shown that the non-linear equation of motion can be linearized by constructing a hypergeometric differential equation for the inverse problem $t(q)$. A variable transformation reducing the general problem to that one of a particle subjected to a linear force is also established. For any value of $n$, it leads to a simple harmonic oscillator if $E>0$, an "anti-oscillator" if $E> 1$, it is found that the correction is just twice that one deduced for the simple harmonic oscillator ($n=2$), and does not depend on the specific value of $n$.
Patricia Allen: Director of the Center for Agroecology and Sustainable Food Systems
Allen, Patricia; Rabkin, Sarah
2010-01-01T23:59:59.000Z
and then the farm and the apprentice program and formalizingstill lives on, in the apprentice program. Allen: Yes. Andchanged. And now our apprentices have gone on to do amazing
E-Print Network 3.0 - allen byrnes md Sample Search Results
Broader source: All U.S. Department of Energy (DOE) Office Webpages (Extended Search)
, M.D., 1975 Sue K. Anderson, M.D., 1977 Terry Allen Boulware, M.D., 1977 William E. Stricker, M.D... BAMD program. We also accept students into MD-only and MDoral surgery...
1 Introduction 1 1.1 The Problem of Hamiltonicity . . . . . . . . . . . . . . . . . . . . 1
Contents 1 Introduction 1 1.1 The Problem of Hamiltonicity . . . . . . . . . . . . . . . . . . . . 1 1.2 Structure of the Work . . . . . . . . . . . . . . . . . . . . . . . . 2 1.3 Some Basic Notation . . . . . . . . . . . . . . . . . . . . . . . . . 2 2 Random Graphs 4 2.1 Models of Random Graphs
Hamilton-Ostrohrads'kyj approach to relativistic free spherical top dynamics
R. Ya. Matsyuk
2014-07-05T23:59:59.000Z
Dynamics of classical spinning particle in special relativity with Pirani constraint is a typical example of the generalized Hamilton theory developed by O. Krupkov\\'a and discovers some characteristic features of the latter.
Hanson, Stephen JosÃ©
Cancer Institute of New Jersey RWJMS Medical Education Core Pavillion RWJMS Clinical Research Center Hegeman Hall Hardenbergh Hall Pell Hall Frelinghuysen Hall Kreeger Learning Center Student Activities for the Study of Jewish Life Rutgers Federal Credit Union 26 Mine Street 17 Mine Street 29 Mine Street Career
Technology commercialization cost model and component case study. Final report
Not Available
1991-12-01T23:59:59.000Z
Fuel cells seem poised to emerge as a clean, efficient, and cost competitive source of fossil fuel based electric power and thermal energy. Sponsors of fuel cell technology development need to determine the validity and the attractiveness of a technology to the market in terms of meeting requirements and providing value which exceeds the total cost of ownership. Sponsors of fuel cell development have addressed this issue by requiring the developers to prepare projections of the future production cost of their fuel cells in commercial quantities. These projected costs, together with performance and life projections, provide a preliminary measure of the total value and cost of the product to the customer. Booz-Allen & Hamilton Inc. and Michael A. Cobb & Company have been retained in several assignments over the years to audit these cost projections. The audits have gone well beyond a simple review of the numbers. They have probed the underlying technical and financial assumptions, the sources of data on material and equipment costs, and explored issues such as the realistic manufacturing yields which can be expected in various processes. Based on the experience gained from these audits, the DOE gave Booz-Allen and Michael A. Cobb & company the task to develop a criteria to be used in the execution of future fuel cell manufacturing cost studies. It was thought that such a criteria would make it easier to execute such studies in the future as well as to cause such studies to be more understandable and comparable.
Technology commercialization cost model and component case study
Not Available
1991-12-01T23:59:59.000Z
Fuel cells seem poised to emerge as a clean, efficient, and cost competitive source of fossil fuel based electric power and thermal energy. Sponsors of fuel cell technology development need to determine the validity and the attractiveness of a technology to the market in terms of meeting requirements and providing value which exceeds the total cost of ownership. Sponsors of fuel cell development have addressed this issue by requiring the developers to prepare projections of the future production cost of their fuel cells in commercial quantities. These projected costs, together with performance and life projections, provide a preliminary measure of the total value and cost of the product to the customer. Booz-Allen Hamilton Inc. and Michael A. Cobb Company have been retained in several assignments over the years to audit these cost projections. The audits have gone well beyond a simple review of the numbers. They have probed the underlying technical and financial assumptions, the sources of data on material and equipment costs, and explored issues such as the realistic manufacturing yields which can be expected in various processes. Based on the experience gained from these audits, the DOE gave Booz-Allen and Michael A. Cobb company the task to develop a criteria to be used in the execution of future fuel cell manufacturing cost studies. It was thought that such a criteria would make it easier to execute such studies in the future as well as to cause such studies to be more understandable and comparable.
Tyler, Christy
Dissolved Oxygen in Allen CreekDissolved Oxygen in Allen Creek Dissolved oxygen (DO) enters and rapids. There is an inverse relationship between temperature and DO, i.e. colder water holds more oxygen it supplies oxygen to aquatic organisms. Higher DO levels also give the water a better taste. Figure 2. During
Constructing a class of solutions for the Hamilton-Jacobi equation in field theory
Bruno, Danilo [Dipartimento di Matematica, Universita di Genova, Via Dodecaneso, 35-16146 Genova (Italy)
2007-11-15T23:59:59.000Z
A new approach leading to the formulation of the Hamilton-Jacobi equation for field theories is investigated within the framework of jet bundles and multisymplectic manifolds. An algorithm associating classes of solutions to given sets of boundary conditions of the field equations is provided. The paper also puts into evidence the intrinsic limits of the Hamilton-Jacobi method as an algorithm to determine families of solutions of the field equations, showing how the choice of the boundary data is often limited by compatibility conditions.
Ishii, Hitoshi
Hamilton-Jacobi-Bellman equations for control problems in stratified settings Antonio Siconolfi problem in a stratified setting. We write down an appropriate HamiltonÂJacobiÂBellman equation and proveÂtype conditions plus some convexity on dynamics and costs. Accordingly, HamiltonÂJacobiÂBellman equation takes
Soja, Constance M.
SIGNATURE OF MIDDLE DEVONIAN SEAWATER FROM HAMILTON GROUP BRACHIOPODS, CENTRAL NEW YORK STATE Bruce Selleck and Drew Koff Department of Geology, 13 Oak Drive, Colgate University, Hamilton, NY 13346; bselleck the Middle Devonian Hamilton Group of Central New York State. The sample set includes multiple specimens
DYNAMIC TRACKING PHASED ARRAY DATA LINKS K. D. Brown Dr. Chris Allen
Kansas, University of
DYNAMIC TRACKING PHASED ARRAY DATA LINKS K. D. Brown Dr. Chris Allen NNSA-KCP University of Kansas link developed by National Nuclear Safety Administration's Kansas City Plant (NNSA-KCP) and the University of Kansas (KU) in support of NNSA's Remote Sensing Laboratory (NNSA-RSL) located at the Nevada
DONOR HONOR ROLL -2012 Michael Allen Alice L. Bean, PhD
. Halderson, PhD and Cynthia Williams Halderson George M. Henry Jack G. Hills, PhD Gerald E. Holmberg, PhD Allen G. Taylor and Selma A. Taylor Mark J. Walters David A. VanPelt Jeff A. Winger, PhD #12;
Radar Sounding of Glaciers in Greenland C. Allen, B, Wohletz, and S, Gogineni
Kansas, University of
Radar Sounding of Glaciers in Greenland C. Allen, B, Wohletz, and S, Gogineni The University on several flights over Greenland glaciers during the summer of 1995. The radar data were collected the theory and present results of the homomorphic deconvolution procedure. INTRODUCTION The Greenland
A microwave metamaterial with integrated power harvesting functionality Allen M. Hawkes,a)
Cummer, Steven A.
A microwave metamaterial with integrated power harvesting functionality Allen M. Hawkes power harvesting, the focus of this work. Power harvesting devices convert one type of energy to another, typically converting to a direct current (DC) signal. Many types of energy can be harvested, from acoustic
Dyer, Bill
October 17 - NIH Grant Panel Review - Chaired by Dr. Allen Harmsen and Infectious Diseases has served as a chartered member of the NIH-AOIC study section since 2008 and has participated in over 50 NIH grant review processes. As the PI of many successful NIH-funded research projects
Precipitation of relativistic electrons of the Van Allen belts into the proton aurora
Jordanova, Vania K [Los Alamos National Laboratory; Miyoshi, Y [NAGOYA UNIV; Sakaguchi, K [NAGOYA UNIV; Shiokawa, K [NAGOYA UNIV; Evans, D S [SEC/NOAA; Albert, Jay [AFRL; Connors, M [UNIV OF ATHABASCA
2008-01-01T23:59:59.000Z
The Van Allen electron belts consist of two regions encircling the earth in which relativistic electrons are trapped in the earth's magnetic field. Populations of relativistic electrons in the Van Allen belts vary greatly with geomagnetic disturbance and they are a major source of damage to space vehicles. In order to know when and by how much these populations of relativistic electrons increase, it is important to elucidate not only the cause of acceleration of relativistic electrons but also the cause of their loss from the Van Allen belts. Here we show the first evidence that left-hand polarized electromagnetic ion cyclotron (EMIC) plasma waves can cause the loss of relativistic electrons into the atmosphere, on the basis of results of an excellent set of ground and satellite observations showing coincident precipitation of ions with energies of tens of keV and of relativistic electrons into an isolated proton aurora. The proton aurora was produced by precipitation of ions with energies of tens of keV due to EMIC waves near the plasma pause, which is a manifestation of wave-particle interactions. These observations clarify that ions with energies of tens of keV affect the evolution of relativistic electrons in the Van Allen belts via parasitic resonance with EMIC waves, an effect that was first theoretically predicted in the early 1970's.
TOPIC: Shale Gas Emissions w/David Allen, Energy Institute HOST: Jeff Tester and Todd Cowen
Angenent, Lars T.
the nation's energy landscape. However, the environmental impacts associated with ``fracking'' for shale gas: November 20th , 12:00 -1:00pm, 300 Rice Hall Atmospheric Impacts of Expanded Natural Gas Use HydraulicTOPIC: Shale Gas Emissions w/David Allen, Energy Institute HOST: Jeff Tester and Todd Cowen DATE
Vortex reconnections in atomic condensates at finite temperature A. J. Allen1
Zuccher, Simone
, reconnections of stream lines, vortex lines and magnetic flux tubes change the topology of the flowVortex reconnections in atomic condensates at finite temperature A. J. Allen1 , S. Zuccher2 , M (Dated: May 28, 2014) The study of vortex reconnections is an essential ingredient of understanding
Optical source transformations N. Kundtz, D. A. Roberts, J. Allen, S. Cummer and D. R. Smith
Cummer, Steven A.
. Smith, "Optical design of reflectionless complex media by finite embedded coordinate transformationsOptical source transformations N. Kundtz, D. A. Roberts, J. Allen, S. Cummer and D. R. Smith Center for the design of complex media that control the propagation of electro- magnetic and other types of waves
HAMILTON DECOMPOSITIONS OF REGULAR EXPANDERS: A PROOF OF KELLY'S CONJECTURE FOR LARGE
KÃ¼hn, Daniela
HAMILTON DECOMPOSITIONS OF REGULAR EXPANDERS: A PROOF OF KELLY'S CONJECTURE FOR LARGE TOURNAMENTS DANIELA KÂ¨UHN AND DERYK OSTHUS Abstract. A long-standing conjecture of Kelly states that every regular as well as Alon, Gutin and Krivelevich. 1. Introduction 1.1. Kelly's conjecture. A graph or digraph G has
Hamilton-Jacobi theory for one dimensional autonomous systems using parametric transformations
G. Gonzalez
2005-01-22T23:59:59.000Z
A necessary and sufficient condition for a parameter transformation that leaves invariant the energy of a one dimensional autonomous system is obtained. Using a parameter transformation the Hamilton-Jacobi equation is solved by a quadrature. An example of this approach is given.
The Einstein-Hamilton-Jacobi equation: Searching the classical solution for barotropic FRW
S. R. Berbena; A. V. Berrocal; J. Socorro; Luis O. Pimentel
2006-07-27T23:59:59.000Z
The dynamical evolution of the scale factor of FRW cosmological model is presented, when the equation of state of the material content assume the form $\\rm p=\\gamma \\rho$, $\\rm \\gamma=constant$, including the cosmological term. We use the WKB approximation and the relation with the Einstein-Hamilton-Jacobi equation to obtain the exact solutions.
n-plectic Vielbein Gravity [I] DeDonder-Weyl Hamilton equations, simple algebraic observables
Dimitri Vey
2014-04-14T23:59:59.000Z
This note provides a detailed treatment of some aspects of $n$-plectic Vielbein Gravity in the context of the DeDonder-Weyl theory. In particular we describe the generalized Hamilton equations and we give some basic examples of algebraic observable forms, theirs related infinitesimal symplectomorphisms and Poisson brackets.
Hitchcock, Adam P.
algorithm to determine traffic flows on the transport network along with the associated emissions and energy consumption at the level of the link. - For demonstration purposes we use the expanded IMULATE to explore District, and the Port of Hamilton. - From a CMA-wide point of view, the results from both scenarios
Achieving the Security, Environmental, and Economic Potential of Bioenergy. Final Technical Report
Riggs, John A
2006-06-07T23:59:59.000Z
A group of business, government, environmental and academic leaders convened in a dialogue by the Aspen Institute proposed a series of actions to promote the widespread commercialization of both corn and cellulosic ethanol to improve energy security, the environment, and the economy. Co-chaired by Booz Allen Hamilton Vice President and former CIA Director R. James Woolsey and former Congressman Tom Ewing (R. IL), they developed a series of recommendations involving improved crop yields, processing of biomass into ethanol, manufacture of more cars that can burn either ethanol or gasoline, and the provision of ethanol pumps at more filling stations. Their report, "A High Growth Strategy for Ethanol, includes a discussion of the potential of ethanol, the group's recommendations, and a series of discussion papers commissioned for the dialogue.
Hamilton's principle: why is the integrated difference of kinetic and potential energy minimized?
Alberto G. Rojo
2005-04-02T23:59:59.000Z
I present an intuitive answer to an often asked question: why is the integrated difference K-U between the kinetic and potential energy the quantity to be minimized in Hamilton's principle? Using elementary arguments, I map the problem of finding the path of a moving particle connecting two points to that of finding the minimum potential energy of a static string. The mapping implies that the configuration of a non--stretchable string of variable tension corresponds to the spatial path dictated by the Principle of Least Action; that of a stretchable string in space-time is the one dictated by Hamilton's principle. This correspondence provides the answer to the question above: while a downward force curves the trajectory of a particle in the (x,t) plane downward, an upward force of the same magnitude stretches the string to the same configuration x(t).
Mennucci, Andrea C. G., E-mail: a.mennucci@sns.it [Scuola Normale Superiore Piazza dei Cavalieri 7 (Italy)
2011-04-15T23:59:59.000Z
We formulate an Hamilton-Jacobi partial differential equation H(x, Du(x))=0 on a n dimensional manifold M, with assumptions of convexity of the sets {l_brace}p:H(x,p){<=}0) is a subset of T{sub x}*M, for all x.We reduce the above problem to a simpler problem; this shows that u may be built using an asymmetric distance (this is a generalization of the 'distance function' in Finsler geometry); this brings forth a 'completeness' condition, and a Hopf-Rinow theorem adapted to Hamilton-Jacobi problems. The 'completeness' condition implies that u is the unique viscosity solution to the above problem.
The Hamilton-Pontryagin Principle and Multi-Dirac Structures for Classical Field Theories
Joris Vankerschaver; Hiroaki Yoshimura; Melvin Leok
2012-07-12T23:59:59.000Z
We introduce a variational principle for field theories, referred to as the Hamilton-Pontryagin principle, and we show that the resulting field equations are the Euler-Lagrange equations in implicit form. Secondly, we introduce multi-Dirac structures as a graded analog of standard Dirac structures, and we show that the graph of a multisymplectic form determines a multi-Dirac structure. We then discuss the role of multi-Dirac structures in field theory by showing that the implicit Euler-Lagrange equations for fields obtained from the Hamilton-Pontryagin principle can be described intrinsically using multi-Dirac structures. Lastly, we show a number of illustrative examples, including time-dependent mechanics, nonlinear scalar fields, Maxwell's equations, and elastostatics.
Topologically massive Yang-Mills: A Hamilton-Jacobi constraint analysis
Bertin, M. C., E-mail: mcbertin@gmail.com [Instituto de Física, Universidade Federal da Bahia. Campus Universitário de Ondina, CEP 40210-340, Salvador, BA (Brazil); Pimentel, B. M., E-mail: pimentel@ift.unesp.br [Instituto de Física Teórica, UNESP - São Paulo State University. Caixa Postal 70532-2, 01156-970, São Paulo, SP (Brazil); Valcárcel, C. E., E-mail: carlos.valcarcel@ufabc.edu.br [CMCC, Universidade Federal do ABC. Rua Santa Adélia, 166, Santo André, SP (Brazil); Zambrano, G. E. R., E-mail: gramos@udenar.edu.co [Departamento de Física, Universidad de Nariño. Calle 18 Cra 50, San Juan de Pasto, Nariño (Colombia)] [Departamento de Física, Universidad de Nariño. Calle 18 Cra 50, San Juan de Pasto, Nariño (Colombia)
2014-04-15T23:59:59.000Z
We analyse the constraint structure of the topologically massive Yang-Mills theory in instant-form and null-plane dynamics via the Hamilton-Jacobi formalism. The complete set of hamiltonians that generates the dynamics of the system is obtained from the Frobenius’ integrability conditions, as well as its characteristic equations. As generators of canonical transformations, the hamiltonians are naturally linked to the generator of Lagrangian gauge transformations.
Hierarchy of Hamilton equations on Banach Lie-Poisson spaces related to restricted Grassmannian
Tomasz Golinski; Anatol Odzijewicz
2009-08-19T23:59:59.000Z
Using the Magri method one defines an involutive family of Hamiltonians on Banach Lie-Poisson space iR+UL_res^1 (which contains the restricted Grassmannian as a symplectic leaf) and on its complexification C+L_res^1. The hierarchy of Hamilton equations given by these Hamiltonians is investigated. The operator equations of Ricatti-type are included in this hierarchy. For a few particular cases one gives the explicit solutions.
Existence of solutions for Hamiltonian field theories by the Hamilton-Jacobi technique
Bruno, Danilo [Dipartimento di Matematica dell'Universita di Genova Via Dodecaneso, 35-16146 Genova (Italy)
2011-01-15T23:59:59.000Z
The paper is devoted to prove the existence of a local solution of the Hamilton-Jacobi equation in field theory, whence the general solution of the field equations can be obtained. The solution is adapted to the choice of the submanifold where the initial data of the field equations are assigned. Finally, a technique to obtain the general solution of the field equations, starting from the given initial manifold, is deduced.
Chou, Chia-Chun, E-mail: ccchou@mx.nthu.edu.tw [Department of Chemistry, National Tsing Hua University, Hsinchu 30013, Taiwan (China)] [Department of Chemistry, National Tsing Hua University, Hsinchu 30013, Taiwan (China)
2014-03-14T23:59:59.000Z
The complex quantum Hamilton-Jacobi equation-Bohmian trajectories (CQHJE-BT) method is introduced as a synthetic trajectory method for integrating the complex quantum Hamilton-Jacobi equation for the complex action function by propagating an ensemble of real-valued correlated Bohmian trajectories. Substituting the wave function expressed in exponential form in terms of the complex action into the time-dependent Schrödinger equation yields the complex quantum Hamilton-Jacobi equation. We transform this equation into the arbitrary Lagrangian-Eulerian version with the grid velocity matching the flow velocity of the probability fluid. The resulting equation describing the rate of change in the complex action transported along Bohmian trajectories is simultaneously integrated with the guidance equation for Bohmian trajectories, and the time-dependent wave function is readily synthesized. The spatial derivatives of the complex action required for the integration scheme are obtained by solving one moving least squares matrix equation. In addition, the method is applied to the photodissociation of NOCl. The photodissociation dynamics of NOCl can be accurately described by propagating a small ensemble of trajectories. This study demonstrates that the CQHJE-BT method combines the considerable advantages of both the real and the complex quantum trajectory methods previously developed for wave packet dynamics.
Applications of Lie-Hamilton systems on the plane: Cayley-Klein Riccati equations and beyond
F. J. Herranz; J. de Lucas; C. Sardon
2014-10-27T23:59:59.000Z
A Lie-Hamilton system is a nonautonomous system of first-order ordinary differential equations describing the integral curves of a $t$-dependent vector field taking values in a finite-dimensional real Lie algebra of Hamiltonian vector fields with respect to a Poisson structure. After reviewing the classification of finite-dimensional real Lie algebras of Hamiltonian vector fields on $\\mathbb{R}^2$, we present new Lie-Hamilton systems on the plane with physical, biological and mathematical applications. New results cover Cayley-Klein Riccati equations, the hereafter called planar diffusion Riccati systems and complex Bernoulli equations, all of them with $t$-dependent real coefficients. Furthermore, we study the existence of local diffeomorphisms among new and already known Lie-Hamilton systems on the plane. In particular, we show that the Cayley-Klein Riccati equations describe as particular cases well-known coupled Riccati equations, second-order Kummer-Schwarz equations, Milne-Pinney equations, the harmonic oscillator with $t$-dependent frequency and other systems of physical and mathematical relevance.
Origin of abnormal pressures in the lower Vicksburg, McAllen Ranch field, Hidalgo County, Texas
Habeck, Mark Frederick
1982-01-01T23:59:59.000Z
for the degree of MASTER OF SCIENCE May 1982 Ma]or Subject: Geology ORIGIN OF ABNORMAL PRESSURES IN THE LONER VICKSBURG, MCALLEN RANCH FIELD, HIDALGO COUNTY, TEXAS A Thesis by MARK FREDERICK HABECK Approved as to style and content by: (Chairman... of Committee) / 'c. ' yi~y ~ ~ ~ "C' '"I (Member) (Member) gpss (H o epart nt) May 1982 ABSTRACT Origin of Abnormal Pressures in the Lower Vicksburg, McAllen Ranch Field, Hidalgo County, Texas. (May, 1982) Mark Frederick Habeck, B. A. , Tri. nity...
Allen J. Bard, 2013 | U.S. DOE Office of Science (SC)
Office of Science (SC) Website
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr MayAtmosphericNuclear SecurityTensile Strain Switched5 Industrial CarbonArticlesHuman ResourcesScienceHomeAboutLightAllen J. Bard, 2013 The
10 Questions for a Nuclear Engineer: Todd Allen | Department of Energy
Broader source: Energy.gov (indexed) [DOE]
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May Jun Jul(Summary) "ofEarly Career Scientists' Research PetroleumDepartmentWomen @Zappos.com6.pdfMr.Department ofofClimateTodd Allen
Biographical sketch - James Allen | Center for Bio-Inspired Solar Fuel
Broader source: All U.S. Department of Energy (DOE) Office Webpages (Extended Search)
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May JunDatastreamsmmcrcalgovInstrumentsruc DocumentationP-Series to someone6 M. Babzien, I.ProgramBigProduction James Allen a.
G.M. Allen & Sons Wind Farm | Open Energy Information
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE: Alternative Fuels Data Center Home Page on Google Bookmark EERE: Alternative Fuels Data Center Home5b9fcbce19 No revision has beenFfe2fb55-352f-473b-a2dd-50ae8b27f0a6TheoreticalFuelCell Energy Inc JumpGeothermalAllen & Sons
Hamilton-Jacobi Approach for First Order Actions and Theories with Higher Derivatives
M. C. Bertin; B. M. Pimentel; P. J. Pompeia
2007-01-29T23:59:59.000Z
In this work we analyze systems described by Lagrangians with higher order derivatives in the context of the Hamilton-Jacobi formalism for first order actions. Two different approaches are studied here: the first one is analogous to the description of theories with higher derivatives in the hamiltonian formalism according to [Sov. Phys. Journ. 26 (1983) 730; the second treats the case where degenerate coordinate are present, in an analogy to reference [Nucl. Phys. B 630 (2002) 509]. Several examples are analyzed where a comparison between both approaches is made.
Krishan Rajaratnam; Raymond G. McLenaghan
2014-04-10T23:59:59.000Z
We study concircular tensors in spaces of constant curvature and then apply the results obtained to the problem of the orthogonal separation of the Hamilton-Jacobi equation on these spaces. Any coordinates which separate the geodesic Hamilton-Jacobi equation are called separable. Specifically for spaces of constant curvature, we obtain canonical forms of concircular tensors modulo the action of the isometry group, we obtain the separable coordinates induced by irreducible concircular tensors, and we obtain warped products adapted to reducible concircular tensors. Using these results, we show how to enumerate the isometrically inequivalent orthogonal separable coordinates, construct the transformation from separable to Cartesian coordinates, and execute the Benenti-Eisenhart-Kalnins-Miller (BEKM) separation algorithm for separating natural Hamilton-Jacobi equations.
Hamilton, Warren B.
233 *whamilto@mines.edu Hamilton, W.B., 2007, Earth's first two billion years--The era of internally mobile crust Warren B. Hamilton* Department of Geophysics, Colorado School of Mines, Golden;234 Hamilton INTRODUCTION This essay is a study in alternatives. Most current interpreta- tions of geodynamics
Waikato, University of
Hamilton Zoo Â University of Waikato Science and Engineering Studentship R E G U L A T I O N S F O R 2 0 1 3 / 2 0 1 4 BACKGROUND The Hamilton Zoo and the Faculty of Science and Engineering will be known as the `Hamilton Zoo University of Waikato Science and Engineering Studentship'. 2
A model of the VU (volume-unit) meter, with speech applications Bryce E. Lobdell and Jont B. Allen
Allen, Jont
A model of the VU (volume-unit) meter, with speech applications Bryce E. Lobdell and Jont B. Allen October 2006; accepted 12 October 2006 The Volume-Unit VU meter, used in speech research prior. There are no known software implementations of this meter, which meet the 1954 ASA standard and provide
Butler, Laurie J.
Internal Energy Dependence of the H + Allene/H + Propyne Product Branching from the Unimolecular product channels as a function of internal energy in the dissociating radical isomer. The data resolve with internal energy to the two isomeric product channels: Based on energetic considerations alone, one expects
Holberg, Leo; Mills, Allen [NIST
2011-04-28T23:59:59.000Z
Leo Holberg and Allen Mills present a talk at Frontiers in Laser Cooling, Single-Molecule Biophysics and Energy Science, a scientific symposium honoring Steve Chu, director of Lawrence Berkeley National Laboratory and recipient of the 1997 Nobel Prize in Physics. The symposium was held August 30, 2008 in Berkeley.
Femtosecond-scale response of GaAs to ultrafast laser pulses Traian Dumitrica* and Roland E. Allen
Allen, Roland E.
Femtosecond-scale response of GaAs to ultrafast laser pulses Traian Dumitrica* and Roland E. Allen ordinary heating of the sample by phonon emission, there is convinc- ing evidence that ultrafast pulses of the initial stages of the interaction of a laser pulse with a semiconductor, which show that ultrafast disor
Butz, Cory J.
A Foundational Approach to Mining Itemset Utilities from Databases Hong Yao, Howard J. Hamilton the utilities of the itemsets to be equal. We assume that the utilities of itemsets may differ, and identify the high utility itemsets based on information in the transac- tion database and external information about
Classification of Hamilton-Jacobi separation in orthogonal coordinates with diagonal curvature
Rajaratnam, Krishan, E-mail: k2rajara@uwaterloo.ca; McLenaghan, Raymond G., E-mail: rgmclenaghan@uwaterloo.ca [Department of Applied Mathematics, University of Waterloo, Waterloo, Ontario N2L 3G1 (Canada)
2014-08-15T23:59:59.000Z
We find all orthogonal metrics where the geodesic Hamilton-Jacobi equation separates and the Riemann curvature tensor satisfies a certain equation (called the diagonal curvature condition). All orthogonal metrics of constant curvature satisfy the diagonal curvature condition. The metrics we find either correspond to a Benenti system or are warped product metrics where the induced metric on the base manifold corresponds to a Benenti system. Furthermore, we show that most metrics we find are characterized by concircular tensors; these metrics, called Kalnins-Eisenhart-Miller metrics, have an intrinsic characterization which can be used to obtain them on a given space. In conjunction with other results, we show that the metrics we found constitute all separable metrics for Riemannian spaces of constant curvature and de Sitter space.
A new form of governing equations of fluids arising from Hamilton's principle
Sergey Gavrilyuk; Henri Gouin
2008-01-15T23:59:59.000Z
A new form of governing equations is derived from Hamilton's principle of least action for a constrained Lagrangian, depending on conserved quantities and their derivatives with respect to the time-space. This form yields conservation laws both for non-dispersive case (Lagrangian depends only on conserved quantities) and dispersive case (Lagrangian depends also on their derivatives). For non-dispersive case the set of conservation laws allows to rewrite the governing equations in the symmetric form of Godunov-Friedrichs-Lax. The linear stability of equilibrium states for potential motions is also studied. In particular, the dispersion relation is obtained in terms of Hermitian matrices both for non-dispersive and dispersive case. Some new results are extended to the two-fluid non-dispersive case.
Topologically Massive Yang-Mills field on the Null-Plane: A Hamilton-Jacobi approach
Bertin, M. C.; Pimentel, B. M.; Valcarcel, C. E. [Instituto de Fisica Teorica, UNESP-Sao Paulo State University, Caixa Postal 70532-2, 01156-970, Sao Paulo, SP (Brazil); Zambrano, G. E. R. [Departamento de Fisica, Universidad de Narino, Calle 18 Carrera 50, San Juan de Pasto, Narino (Colombia)
2010-11-12T23:59:59.000Z
Non-abelian gauge theories are super-renormalizable in 2+1 dimensions and suffer from infrared divergences. These divergences can be avoided by adding a Chern-Simons term, i.e., building a Topologically Massive Theory. In this sense, we are interested in the study of the Topologically Massive Yang-Mills theory on the Null-Plane. Since this is a gauge theory, we need to analyze its constraint structure which is done with the Hamilton-Jacobi formalism. We are able to find the complete set of Hamiltonian densities, and build the Generalized Brackets of the theory. With the GB we obtain a set of involutive Hamiltonian densities, generators of the evolution of the system.
Convex Hamilton-Jacobi Equations Under Superlinear Growth Conditions on Data
Lio, Francesca Da, E-mail: dalio@math.unipd.it [Dipartimento di Matematica Pura e Applicata (Italy); Ley, Olivier, E-mail: olivier.ley@insa-rennes.fr [INSA de Rennes, IRMAR (France)
2011-06-15T23:59:59.000Z
Unbounded stochastic control problems may lead to Hamilton-Jacobi-Bellman equations whose Hamiltonians are not always defined, especially when the diffusion term is unbounded with respect to the control. We obtain existence and uniqueness of viscosity solutions growing at most like o(1+ vertical bar x vertical bar {sup p}) at infinity for such HJB equations and more generally for degenerate parabolic equations with a superlinear convex gradient nonlinearity. If the corresponding control problem has a bounded diffusion with respect to the control, then our results apply to a larger class of solutions, namely those growing like O(1+ vertical bar x vertical bar {sup p}) at infinity. This latter case encompasses some equations related to backward stochastic differential equations.
Classification of Hamilton-Jacobi separation in orthogonal coordinates with diagonal curvature
Krishan Rajaratnam; Raymond G. McLenaghan
2014-04-09T23:59:59.000Z
We find all orthogonal metrics where the geodesic Hamilton-Jacobi equation separates and the Riemann curvature tensor satisfies a certain equation (called the diagonal curvature condition). All orthogonal metrics of constant curvature satisfy the diagonal curvature condition. The metrics we find either correspond to a Benenti system or are warped product metrics where the induced metric on the base manifold corresponds to a Benenti system. Furthermore we show that most metrics we find are characterized by concircular tensors; these metrics, called Kalnins-Eisenhart-Miller (KEM) metrics, have an intrinsic characterization which can be used to obtain them. In conjunction with other results, we show that the metrics we found constitute all separable metrics for Riemannian spaces of constant curvature and de Sitter space.
Neumann-Type Boundary Conditions for Hamilton-Jacobi Equations in Smooth Domains
Day, Martin V. [Department of Mathematics, Virginia Tech, Blacksburg, VA 24061-0123 (United States)], E-mail: day@math.vt.edu
2006-05-15T23:59:59.000Z
Neumann or oblique derivative boundary conditions for viscosity solutions of Hamilton-Jacobi equations are considered. As developed by P.L. Lions, such boundary conditions are naturally associated with optimal control problems for which the state equations employ 'Skorokhod' or reflection dynamics to ensure that the state remains in a prescribed set, assumed here to have a smooth boundary. We develop connections between the standard formulation of viscosity boundary conditions and an alternative formulation using a naturally occurring discontinuous Hamiltonian which incorporates the reflection dynamics directly. (This avoids the dependence of such equivalence on existence and uniqueness results, which may not be available in some applications.) At points of differentiability, equivalent conditions for the boundary conditions are given in terms of the Hamiltonian and the geometry of the state trajectories using optimal controls.
Killing tensors, Warped Products and The Orthogonal Separation of The Hamilton-Jacobi Equation
Krishan Rajaratnam; Raymond G. McLenaghan
2014-04-11T23:59:59.000Z
We study Killing tensors in the context of warped products and apply the results to the problem of orthogonal separation of the Hamilton-Jacobi equation. This work is motivated primarily by the case of spaces of constant curvature where warped products are abundant. We first characterize Killing tensors which have a natural algebraic decomposition in warped products. We then apply this result to show how one can obtain the Killing-Stackel space (KS-space) for separable coordinate systems decomposable in warped products. This result in combination with Benenti's theory for constructing the KS-space of certain special separable coordinates can be used to obtain the KS-space for all orthogonal separable coordinates found by Kalnins and Miller in Riemannian spaces of constant curvature. Next we characterize when a natural Hamiltonian is separable in coordinates decomposable in a warped product by showing that the conditions originally given by Benenti can be reduced. Finally we use this characterization and concircular tensors (a special type of torsionless conformal Killing tensor) to develop a general algorithm to determine when a natural Hamiltonian is separable in a special class of separable coordinates which include all orthogonal separable coordinates in spaces of constant curvature.
Hamilton-Jacobi Many-Worlds Theory and the Heisenberg Uncertainty Principle
Frank J. Tipler
2010-07-26T23:59:59.000Z
I show that the classical Hamilton-Jacobi (H-J) equation can be used as a technique to study quantum mechanical problems. I first show that the the Schr\\"odinger equation is just the classical H-J equation, constrained by a condition that forces the solutions of the H-J equation to be everywhere $C^2$. That is, quantum mechanics is just classical mechanics constrained to ensure that ``God does not play dice with the universe.'' I show that this condition, which imposes global determinism, strongly suggests that $\\psi^*\\psi$ measures the density of universes in a multiverse. I show that this interpretation implies the Born Interpretation, and that the function space for $\\psi$ is larger than a Hilbert space, with plane waves automatically included. Finally, I use H-J theory to derive the momentum-position uncertainty relation, thus proving that in quantum mechanics, uncertainty arises from the interference of the other universes of the multiverse, not from some intrinsic indeterminism in nature.
Wave front-ray synthesis for solving the multidimensional quantum Hamilton-Jacobi equation
Wyatt, Robert E.; Chou, Chia-Chun [Institute for Theoretical Chemistry and Department of Chemistry and Biochemistry, University of Texas at Austin, Austin, Texas 78712 (United States)
2011-08-21T23:59:59.000Z
A Cauchy initial-value approach to the complex-valued quantum Hamilton-Jacobi equation (QHJE) is investigated for multidimensional systems. In this approach, ray segments foliate configuration space which is laminated by surfaces of constant action. The QHJE incorporates all quantum effects through a term involving the divergence of the quantum momentum function (QMF). The divergence term may be expressed as a sum of two terms, one involving displacement along the ray and the other incorporating the local curvature of the action surface. It is shown that curvature of the wave front may be computed from coefficients of the first and second fundamental forms from differential geometry that are associated with the surface. Using the expression for the divergence, the QHJE becomes a Riccati-type ordinary differential equation (ODE) for the complex-valued QMF, which is parametrized by the arc length along the ray. In order to integrate over possible singularities in the QMF, a stable and accurate Moebius propagator is introduced. This method is then used to evolve rays and wave fronts for four systems in two and three dimensions. From the QMF along each ray, the wave function can be easily computed. Computational difficulties that may arise are described and some ways to circumvent them are presented.
Killing tensors, warped products and the orthogonal separation of the Hamilton-Jacobi equation
Rajaratnam, Krishan, E-mail: k2rajara@uwaterloo.ca; McLenaghan, Raymond G., E-mail: rgmclenaghan@uwaterloo.ca [Department of Applied Mathematics, University of Waterloo, Waterloo, Ontario N2L 3G1 (Canada)
2014-01-15T23:59:59.000Z
We study Killing tensors in the context of warped products and apply the results to the problem of orthogonal separation of the Hamilton-Jacobi equation. This work is motivated primarily by the case of spaces of constant curvature where warped products are abundant. We first characterize Killing tensors which have a natural algebraic decomposition in warped products. We then apply this result to show how one can obtain the Killing-Stäckel space (KS-space) for separable coordinate systems decomposable in warped products. This result in combination with Benenti's theory for constructing the KS-space of certain special separable coordinates can be used to obtain the KS-space for all orthogonal separable coordinates found by Kalnins and Miller in Riemannian spaces of constant curvature. Next we characterize when a natural Hamiltonian is separable in coordinates decomposable in a warped product by showing that the conditions originally given by Benenti can be reduced. Finally, we use this characterization and concircular tensors (a special type of torsionless conformal Killing tensor) to develop a general algorithm to determine when a natural Hamiltonian is separable in a special class of separable coordinates which include all orthogonal separable coordinates in spaces of constant curvature.
KZ equation, G-opers, quantum Drinfeld-Sokolov reduction and quantum Cayley-Hamilton identity
A. Chervov; D. Talalaev
2006-08-09T23:59:59.000Z
The Lax operator of the Gaudin type models is a 1-form on the classical level. In virtue of the quantization scheme proposed in [Talalaev04] (hep-th/0404153) it is natural to treat the quantum Lax operator as a connection; this connection is a particular case of the Knizhnik-Zamolodchikov connection [ChervovTalalaev06] (hep-th/0604128). In this paper we find a gauge transformation which produces the "second normal form" or the "Drinfeld-Sokolov" form. Moreover the differential operator naturally corresponding to this form is given precisely by the quantum characteristic polynomial [Talalaev04] of the Lax operator (this operator is called the G-oper or Baxter equation). This observation allows to relate solutions of the KZ and Baxter equations in an obvious way, and to prove that the immanent KZ-equations has only meromorphic solutions. As a corollary we obtain the quantum Cayley-Hamilton identity for the Gaudin-type Lax operators (including the general gl(n)[t] case). The presented construction sheds a new light on a geometric Langlands correspondence. We also discuss the relation with the Harish-Chandra homomorphism.
Pengelly, L.D.; Kerigan, A.T.; Goldsmith, C.H.; Inman, E.M.
1984-10-01T23:59:59.000Z
Hamilton, Ontario is an industrial city with a population of 300,000 which is situated at the western end of Lake Ontario. Canada's two largest iron and steel mills are located here; the city historically has had relatively poor air quality, which has improved markedly in the last 25 years. Concern about the health effects of current air quality recently led us to carry out an epidemiological study of the effects of air pollution on the respiratory health of over 3500 school children. Respiratory health was measured by pulmonary function testing of each child, and by an assessment of each child's respiratory symptoms via a questionnaire administered to the parents. Previous studies had shown that other environmental factors (e.g. parental smoking, parental cough, socioeconomic level, housing, and gas cooking) might also affect respiratory health, and thus confound any potential relationships between health and air pollution. The questionnaire also collected information on many of these confounding factors. For the purposes of initial analysis, the city was divided into five areas in which differences in air quality were expected. In general, factors which have been associated with poor respiratory health were observed to be more prevalent in areas of poorer air quality.
Jürgen Struckmeier
2008-11-04T23:59:59.000Z
We present a consistent and comprehensive treatise on the foundations of the extended Hamilton-Lagrange formalism--where the dynamical system is parameterized along a general system evolution parameter $s$, and the time $t$ is treated as a dependent variable $t(s)$ on equal footing with all other configuration space variables $q^{i}(s)$. In the action principle, the conventional classical action $L dt$ is then replaced by the generalized action $L_{1}ds$, with $L$ and $L_{1}$ denoting the conventional and the extended Lagrangian, respectively. It is shown that a unique correlation of $L_{1}$ and $L$ exists if we refrain from performing simultaneously a transformation of the dynamical variables. With the appropriate correlation of $L_{1}$ and $L$ in place, the extension of the formalism preserves its canonical form. In the extended formalism, the dynamical system is described as a constrained motion within an extended space. We show that the value of the constraint and the parameter $s$ constitutes an additional pair of canonically conjugate variables. In the corresponding quantum system, we thus encounter an additional uncertainty relation. We derive the extended Lagrangian $L_{1}$ of a classical relativistic point particle in an external electromagnetic field and show that the generalized path integral approach yields the Klein-Gordon equation as the corresponding quantum description. We furthermore derive the space-time propagator for a free relativistic particle from its extended Lagrangian $L_{1}$. These results can be regarded as the proof of principle of the relativistic generalization of Feynman's path integral approach to quantum physics.
McGhee, Micheal Don
1990-01-01T23:59:59.000Z
and content by: Robert R. Berg (Chair of Committee) Tosh T. Tieh (Member) Steven A. Holditch (Member) Joh H. Spang (Head of Department) December 1990 nl ABSTRACT Depositional Environments in the Oligocene Frio Formation, McAllen-Pharr Field Area..., Hidalgo County, Texas. (December 1990) Micheal Don McGhee, B. S. , Texas A&M University Chair of Advisory Committee: Dr. Robert R. Berg The Frio Formation has produced more than 1. 1 TCF (3. 1 x 10 m ) of gas and 3 1. 4 MMB (2. 1 x 10 m ) of condensate...
Higton, Hester Katharine
1996-05-07T23:59:59.000Z
ht ~d . IS th nt Elias Allen and the Role of Instruments in Shaping the Mathematical Culture of Seventeentli-Century England ( RESTER KA THARINE HIGTON CLARE COLLEGE Dissertation submitted for the degree of Doctor of Philosophy Hester... -269, and Mark H. Curtis, OxJord alld Cambridge ill Trallsitio1l1558-1642 (Oxford, 1959), pp.227-260. I" J' I 18 The 'academic mathematicians' Let us begin with the ' academic mathematicians'. This is the group which has been accorded the most time...
Hamilton's equations of motion from the SU(1,1)/U(1) symmetry of Schwarzschild radial dynamics
S. H. Castles
2006-02-21T23:59:59.000Z
Particles moving on a radial ray with respect to a Schwarzschild mass are shown to have SU(1,1)/U(1) dynamical symmetry. This symmetry is used to identify a global time variable shared by all test particles moving on a radial ray. With this time variable, Hamilton's equations for particles on a radial ray have the form of the harmonic oscillator. The SU(1,1)/U(1) symmetry, in conjunction with the well defined time variable and observer, assists in determining the quantization of the motion of the test particles.
Mario Fusco Girard
2014-03-04T23:59:59.000Z
By means of numerical solutions of the quantum Hamilton Jacobi equation, a general WKB-like representation for one-dimensional wave functions is obtained. This representation is unique in the classically forbidden regions, while in the allowed one, each wave function corresponds to a one parameter family of solutions of the QHJE. The method has been applied to various systems, with different energies and initial conditions. In all investigated cases, the wave functions so obtained accurately reproduce the solutions of the Schr\\"odinger equation, analytically or numerically computed by other ways. Some results for harmonic oscillator and radial Coulomb motion are presented.
Wm. G. Hoover; Carol G. Hoover
2014-05-11T23:59:59.000Z
Typical Hamiltonian liquids display exponential "Lyapunov instability", also called "sensitive dependence on initial conditions". Although Hamilton's equations are thoroughly time-reversible the forward and backward Lyapunov instabilities can differ, qualitatively. In numerical work the expected forward/backward pairing of Lyapunov exponents is also occasionally violated. To illustrate we consider many-body inelastic collisions in two space dimensions. Two mirror-image colliding crystallites can either bounce, or not, giving rise to a single liquid drop, or to several smaller droplets, depending upon the initial kinetic energy and the interparticle forces. The difference between the forward and backward evolutionary instabilities of these problems can be correlated with dissipation and with the Second Law of Thermodynamics. Accordingly these asymmetric stabilities of Hamilton's equations can provide an "Arrow of Time". We illustrate these facts for two small crystallites colliding so as to make a warm liquid. We use a specially-symmetrized form of Levesque and Verlet's bit-reversible Leapfrog integrator. We analyze trajectories over millions of collisions with several equally-spaced time reversals. This version includes our response to the referee's suggestions and comments.
McDonald, Kirk
1 Investigation of Corrosion of Steel by Lead Bismuth Eutectic Dan Koury (1), Allen L. Johnson (2 of steels by LBE. Corrosion products and chemical reactions will be identified using UNLV's facilities stainless steel piping and containers. An absolutely critical question is whether LBE can be engineered
Competition between Atmospherically Relevant Fatty Acid Monolayers at the Air/Water Interface Laura F. Voss, Christopher M. Hadad,* and Heather C. Allen* Department of Chemistry, The Ohio State Uni Competition and oxidation of fatty acids spread at the air/water interface were investigated using surface
Richmond, Geraldine L.
The Analysis of Interference Effects in the Sum Frequency Spectra of Water Interfaces Mac G. Brown, Elizabeth A. Raymond, Heather C. Allen, Lawrence F. Scatena, and Geraldine L. Richmond* Department involve the surface of liquid water. Unfortunately, obtaining spectral fits to vibrational spectra
Sakalli, I., E-mail: izzet.sakalli@emu.edu.tr; Mirekhtiary, S. F., E-mail: fatemeh.mirekhtiary@emu.edu.tr [Eastern Mediterranean University G. Magosa, Department of Physics (Turkey)
2013-10-15T23:59:59.000Z
Hawking radiation of a non-asymptotically flat 4-dimensional spherically symmetric and static dilatonic black hole (BH) via the Hamilton-Jacobi (HJ) method is studied. In addition to the naive coordinates, we use four more different coordinate systems that are well-behaved at the horizon. Except for the isotropic coordinates, direct computation by the HJ method leads to the standard Hawking temperature for all coordinate systems. The isotropic coordinates allow extracting the index of refraction from the Fermat metric. It is explicitly shown that the index of refraction determines the value of the tunneling rate and its natural consequence, the Hawking temperature. The isotropic coordinates in the conventional HJ method produce a wrong result for the temperature of the linear dilaton. Here, we explain how this discrepancy can be resolved by regularizing the integral possessing a pole at the horizon.
M. McGann; S. R. Hudson; R. L. Dewar; G. von Nessi
2010-02-18T23:59:59.000Z
The vanishing of the divergence of the total stress tensor (magnetic plus kinetic) in a neighborhood of an equilibrium plasma containing a toroidal surface of discontinuity gives boundary and jump conditions that strongly constrain allowable continuations of the magnetic field across the surface. The boundary conditions allow the magnetic fields on either side of the discontinuity surface to be described by surface magnetic potentials, reducing the continuation problem to that of solving a Hamilton--Jacobi equation. The characteristics of this equation obey Hamiltonian equations of motion, and a necessary condition for the existence of a continued field across a general toroidal surface is that there exist invariant tori in the phase space of this Hamiltonian system. It is argued from the Birkhoff theorem that existence of such an invariant torus is also, in general, sufficient for continuation to be possible. An important corollary is that the rotational transform of the continued field on a surface of discontinuity must, generically, be irrational.
U. S. gas-pipeline construction will help producers and consumers
Johnson, E. Jr. (Booz Allen and Hamilton Inc., Dallas, TX (US)); Viscio, A.J. (Booz Allen and Hamilton Inc., San Francisco, CA (US))
1991-11-04T23:59:59.000Z
Changes currently under way in the U.S. gas-transmission grid will, on balance, benefit both producers and consumer. Wellhead prices will rise and burner-tip prices will fall. Those are the major results of a study by Booz Allen and Hamilton Inc. of how and to what magnitude producer and city gate prices will be affected by changes in the transmission grid. This paper follows an earlier study of the competitive effect of pipeline capacity on the transmission business. Some producers and some consumers, however, will be better off than others, the recent study indicates. Increasing the capacity to move gas between producing basins and markets will allow gas to find higher valued uses, a more optimal market solution. Producer prices will rise in basins gaining greater access to premium markets and will be lower elsewhere, relative to what they would be without the additional transmission. Similarly, consumers will see lower prices in markets on the downstream end of new capacity and higher prices elsewhere.
Markets for low- and medium-Btu coal gasification: an analysis of 13 site specific studies
Not Available
1981-09-01T23:59:59.000Z
In 1978 the US Department of Energy (DOE), through its Office of Resource Applications, developed a commercialization plan for low- and medium-Btu coal gasification. Several initial steps have been taken in that process, including a comprehensive study of industrial markets, issuance of a Notice of Program Interest, and funding of proposals under the Alternate Fuels Legislation (P.L. 96-126). To assist it in the further development and administration of the commercialization plan, the Office of Resource Applications has asked Booz, Allen and Hamilton to assess the market prospects for low- and medium-Btu coal gasification. This report covers the detailed findings of the study. Following the introduction which discusses the purpose of the study, approach used for the assignment and current market attitudes on coal gasification, there are three chapters on: systems configurations and applications; economic and finanical attractiveness; and summary of management decisions based on feasibility study results. The final chapter briefly assesses the management decisions. The general consensus seems to be that coal gasification is a technology that will be attractive in the future but is marginal now. 6 figures, 5 tables.
Paris-Sud XI, UniversitÃ© de
417 STRUCTURE AND PROPERTIES OF SPUTTER-DEPOSITED CdTe W. T. PAWLEWICZ, R. P. ALLEN, H. G. BARRUS minces de CdTe d'Ã©paisseur comprise entre 2 et 10 03BCm ont Ã©tÃ© prÃ©parÃ©s par pulvÃ©risation cathodique par des rÃ©sultats peu encourageants. Abstract. 2014 CdTe films were sputter deposited in thicknesses
Mario Fusco Girard
2014-04-03T23:59:59.000Z
Some difficulties, both numerical and conceptual, of the method to compute one dimensional wave functions by numerically integrating the quantum Hamilton-Jacobi equation, presented in the paper mentioned in the title, are analyzed. The origin of these difficulties is discussed, and it is shown how they can be avoided by means of another approach, based on different solutions of the same equation. Results for the same potentials, obtained by this latter method are presented and a comparison is made.
Freed, R.L.
1980-01-01T23:59:59.000Z
Thirty-six shale samples ranging in depth from 1454 ft to 13,430 ft from Shell Oil Company No. 1 Dixie Mortage Loan well and 33 shale samples ranging in depth from 2183 ft to 13,632 ft from Shell Oil/Delhi-Taylor Oil Corporation No. 3 A.A. McAllen well were examined by x-ray techniques to determine the mineralogical parameters of the geopressured zone in the Vicksburg Fairway. Both wells have the same weight-percent trends with depth for the mineralogy: quartz, calcite, total clay, and potassium feldspar are constant; plagioclase feldspar gradually increases; kaolinite increases; discrete illite decreases; total mixed-layer illite-smectite (I/S) decreases; illite in mixed layer I/S increases; and smectite in mixed-layer I/S decreases. Chlorite is found only in the geopressured zone of each well. The Boles and Franks model is compatible with a steady supply of original mixed-layer I/S during the depositional history of the McAllen Ranch area. The constant content with depth of calcite, quartz, and potassium feldspar indicates that limited material, if any, is supplied by the shales to surrounding sands. The ions generated by changes within the clay minerals are involved in further clay mineral reactions as outlined above. In addition, magnesium and iron are involved in forming chlorite within the shales.
Brian Hamilton History Department
Wisconsin at Madison, University of
Trade. Albuquerque: University of New Mexico Press, 2000. Calloway, Colin G. New Worlds for All: Indians and Antislavery Reform. Amherst: University of Massachusetts Press, 1991. Andrews, Thomas G. Killing for Coal Revolution: A History of Capitalism. New York: W. W. Norton & Company, 2010. Appleby, Joyce Oldham. "The
Brian Hamilton History Department
Wisconsin at Madison, University of
, Nasty Wenches, and Anxious Patriarchs: Gender, Race, and Power in Colonial Virginia. Chapel Hill. Gomez, Michael A. Exchanging Our Country Marks: The Transformation of African Identities in the Colonial of Social History 37, no. 1 (2003): 113-124. Johnson, Walter. Soul by Soul: Life inside the Antebellum Slave
Hamilton's Method: Final Final
Lee, Carl
Georgia 1,542,180 3.12% 9.339665887 9 9.3709022 9 Illinois 3,077,871 6.23% 18.64003345 18 18.702375 18,991 0.70% 2.101427853 2 2.108456 2 New Jersey 1,131,116 2.29% 6.850202648 6 6.873113 6 New York 5,082,871
Liskiewicz, Maciej
James River Soil & Water Conservation District Youth Opportunities by John Bilzor and John Allen of 2015 and majoring in conservation, environmental science, or agriculture. To apply for our college, the Virginia Association of Soil and Water Conservation Districts has sponsored a week-long summer conservation
Broader source: All U.S. Department of Energy (DOE) Office Webpages (Extended Search)
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr MayAtmosphericNuclear SecurityTensile Strain Switched FerromagnetismWaste andAnniversary, part 2Zenoss,AmineBroadband RadiativeClosely
Moniz, Ernest [U.S. Energy Secretary
2014-08-22T23:59:59.000Z
The Fermi Award is a Presidential award and is one of the oldest and most prestigious science and technology honors bestowed by the U.S. Government. On February 3, 2014 it was conferred upon two exceptional scientists. The first to be recognized is Dr. Allen J. Bard, 'for international leadership in electrochemical science and technology, for advances in photoelectrochemistry and photocatalytic materials, processes, and devices, and for discovery and development of electrochemical methods including electrogenerated chemiluminescence and scanning electrochemical microscopy.' The other honoree is Dr. Andrew Sessler, 'for advancing accelerators as powerful tools of scientific discovery, for visionary direction of the research enterprise focused on challenges in energy and the environment, and for championing outreach and freedom of scientific inquiry worldwide.' Dr. Patricia Dehmer opened the ceremony, and Dr. Ernest Moniz presented the awards.
Freed, R.L.
1981-01-01T23:59:59.000Z
Thirty-six shale samples ranging in depth from 1454 ft to 13,430 ft from Shell Oil Company No. 1 Dixie Mortgage Loan well and 33 shale samples ranging in depth from 2183 ft to 13,632 ft from Shell Oil/Delhi-Taylor Oil Corporation No. 3 A.A. McAllen well were examined by x-ray techniques to determine the mineralogical parameters of the geopressured zone in the Vicksburg Fairway. Both wells have the same weight-percent trends with depth for the mineralogy: quartz, calcite, total clay, and potassium feldspar are constant; plagioclase feldspar gradually increases; kaolinite increases; discrete illite decreases; total mixed-layer illite-smectite (I/S) decreases; illite in mixed-layer I/S increases; and smectite in mixed-layer I/S decreases. Chlorite is found only in the geopressured zone of each well.
Murray, M.E.; allred, J.F.; Johnson, C.A.
1995-11-01T23:59:59.000Z
During the period between the 1940s and early 1950s, the Herring-Hall-Marvin Safe Company, 1550 Grand Boulevard, Hamilton, Ohio, was one company under subcontract to the Manhattan Engineer District (MED), and the Atomic Energy Commission (AEC), the lead agencies in the development of nuclear energy for defense-related projects. The US Department of Energy (DOE) conducted radiological surveys of these sites to evaluate current radiological conditions as part of the Formerly Utilized Sites Remedial Action Program (FUSRAP). In 1988, a radiological survey of the Herring-Hall-Marvin Safe Company facility was conducted, and after small fragments of uranium metal were removed, no beta or gamma radiation above background was detected and the building was dismissed from any additional DOE restrictions. In 1993, it was discovered that a portion of the actual machining work was conducted on the third floor of the facility, located in the southeastern comer of the building. At the request of DOE, this part of the facility was radiologically surveyed by an ORNL survey team to determine whether fixed surface contamination could be found that might exceed the DOE guidelines. Results of this radiological survey indicated {sup 238}U contamination in excess of the DOE criteria for surface contamination, and the site was recommended for remediation. In February and March of 1995, a verification survey of the third floor of the former Herring-Hall-Marvin Safe Company facility by an ORNL survey team was performed in conjunction with decontamination operations conducted under the supervision of Bechtel National Incorporated. The verification survey included gamma scans at the surface and at one meter, alpha and beta-gamma scans for fixed contamination, and smears for transferable contamination.
Ernst Jandl - Ian Hamilton Finlay.
Nischkauer, Astrid Elisabeth
2012-01-01T23:59:59.000Z
??Was haben ein schottischer bildender Künstler, berühmt für seine Land-Art, und ein österreichischer Dichter, vorwiegend bekannt für seine Lautgedichte, gemeinsam? Sehr viel. Denn es handelt… (more)
Hamilton Eye Institute Neuroscience Institute
Cui, Yan
Care Neonatology & Maternal Fetal Pediatric Heart Institute Steve J. Schwab, MD Musculoskeletal A New of Radiology Â· Mari Assumes Leadership of OB/GYN city attractioNs Levitt Shell Revived Feature Vision
Hamilton, Ohio, Site Fact Sheet
Office of Legacy Management (LM)
AFDC Printable Version Share this resource Send a link to EERE: Alternative Fuels Data Center Home Page to someone by E-mail Share EERE: Alternative Fuels Data Center Home Page on Facebook Tweet about EERE: Alternative Fuels Data Center Home Page on Twitter Bookmark EERE:1 First Use of Energy for All Purposes (Fuel and Nonfuel),Feet) Year Jan Feb Mar Apr May Jun Jul(Summary) "ofEarlyEnergyDepartment ofDepartment ofof EnergyYou$0.C. 20545*. . : '* FEB1f\l pGreen River,
Love, Milton
R-1 REFERENCES Allen,M.J.and M.D.Moore.1976.Fauna of offshore structures,p.179Â186.South of an International Workshop on Offshore Lease Abandonment and Platform Disposal: Technology, Regulation. J. Kendall, Jr. 1994. An indication of the process: offshore platforms as artificial reefs
Grid Applications Dr Gabrielle Allen
Allen, Gabrielle
of chemistry and other codes (www.gridchem.org) ! Petroleum Engineering " UCoMS: Grid-enabling reservoir ! Requires incredible mix of technologies & expertise! ! Many scientific/engineering components " Physics? Finite elements? " Elliptic equations: multigrid, Krylov subspace,... " Mesh refinement ! Many different
Kurapov, Alexander
. Warren, Mary Beth Adams, Melinda H. Benson, Emery Boose, Warren Brown, John L. Campbell, Alan Covich. (541) 737 1224 jonesj@geo.oregonstate.edu Education Ph.D., 1983 The Johns Hopkins UniversityÂ2270. 2011 Crosssystem comparisons elucidate disturbance complexities and generalities. Peters, D. P. C., A
Commercial marine vessel contributions to emission inventories. Final report
Not Available
1991-10-07T23:59:59.000Z
The Clean Air Act Amendments of 1990 require the US Environmental Protection Agency (EPA) to conduct a survey of emissions from combustion engines associates with non-road vehicles and stationary sources. Among the emission source categories under scrutiny of the EPA are commercial marine vessels. This group of sources includes revenue vessels operated on US ports and waterways in such diverse pursuits as international and domestic trade, port and ship service, offshore and coastal industry, and passenger transport. For the purposes of the study, EPA is assessing commercial marine vessel operations at selected ports around the country which are characterized by a high level of commercial marine vessel activity. Booz-Allen has been retained by the EPA to assist in developing emission inventories from marine vessels for up to six ports, based on vessel arrival/departure data, are believed to exhibit high levels of marine generated emissions. Booz-Allen developed a listing of the top 20 major ports in terms of total vessel activity (as measured by annual tonnage of cargo and annual vessel calls).
Hamilton Decompositions of Graphs with Primitive Complements .
OZKAN, SIBEL
2007-01-01T23:59:59.000Z
??A graph G is a pair (V, E) where V is the set of vertices(or nodes) and E is the set of edges connecting the… (more)
Director of Business Services Michele Hamilton
Gelfond, Michael
Â· Service Contracts Â· Procurement Card Â· Negotiates Pricing Â· Obtains best value through negotiations
Hamilton, Massachusetts: Energy Resources | Open Energy Information
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Hamilton, Ohio: Energy Resources | Open Energy Information
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36 | harriman magazine Photos by Lydia Hamilton
Qian, Ning
of natural resources like oil and gas. Russia is of strategic interest to the United States; having, media outlets, think tanks, and foundations. Fellows generally come from the fields of business
Allen Hatcher - Department of Mathematics, Purdue University
2001-07-05T23:59:59.000Z
note this quotient space by X0 ?f X1 , the space X0 with X1 attached along A via f . When (X1, A) = (Dn ...... By Theorem 1.7, ?n represents n times a generator of the infinite cyclic .... Z×Z. Under this isomorphism a pair (p, q) ? Z×Z corresponds to a loop that winds p times around one ...... in its interactions with group theory.
multimaterial topology optimization by volume constrained allen ...
2014-04-04T23:59:59.000Z
where q ? 3 is the SIMP penalization power and Ci is the constant stiffness ..... of (39) is equivalent to the solution of p ? 1 decoupled linear heat equations.
Updated August 2012 Allen County Community College
COLLEGE ALGEBRA 3 MAT 105 COLLEGE ALGEBRA 3 MATH 104 PRECALCULUS MATHEMATICS 3 MAT 120 PRE-CALCULUS 3 MATH LITERATURE 3 CLSX 148 GREEK AND ROMAN MYTHOLOGY 3 CO
Lee Allen Geothermal Project | Open Energy Information
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Todd G. Allen | Department of Energy
Broader source: Energy.gov (indexed) [DOE]
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Ben Allen | Argonne Leadership Computing Facility
Broader source: All U.S. Department of Energy (DOE) Office Webpages (Extended Search)
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Contact: Julia Allen, 0114 222 7014, julia.allen@sheffield.ac.uk Introducing Geomorphology
Stevenson, Mark
and the application of ecological ideas to conservation and environmental management. Aims: This unit aims of plants and animals and the application of ecological ideas to conservation and environmental management to conservation and environmental management. Assessment: 80% portfolio 20% Presentation Key Reading: No key
Phillips, Chris; Thomas, Ivan; McNiven, Steven [EnergySolutions Federal EPC., 2345 Stevens Drive, Richland, WA, 99354 (United States)] [EnergySolutions Federal EPC., 2345 Stevens Drive, Richland, WA, 99354 (United States); Lanthrum, Gary [NAC International, 3930 East Jones Bridge Road, Norcross, GA, 30092 (United States)] [NAC International, 3930 East Jones Bridge Road, Norcross, GA, 30092 (United States)
2013-07-01T23:59:59.000Z
EnergySolutions and its team partners, NAC International, Exelon Nuclear Partners, Talisman International, TerranearPMC, Booz Allen Hamilton and Sargent and Lundy, have carried out a study to develop concepts for a Consolidated Storage Facility (CSF) for the USA's stocks of commercial Used Nuclear Fuel (UNF), and the packaging and transport provisions required to move the UNF to the CSF. The UNF is currently stored at all 65 operating nuclear reactor sites in the US, and at 10 shutdown sites. The study was funded by the US Department of Energy and followed the recommendations of the Blue Ribbon Commission on America's Nuclear Future (BRC), one of which was that the US should make prompt efforts to develop one or more consolidated storage facilities for commercial UNF. The study showed that viable schemes can be devised to move all UNF and store it at a CSF, but that a range of schemes is required to accommodate the present widely varying UNF storage arrangements. Although most UNF that is currently stored at operating reactor sites is in water-filled pools, a significant amount is now dry stored in concrete casks. At the shutdown sites, the UNF is dry stored at all but two of the ten sites. Various types of UNF dry storage configurations are used at the operating sites and shutdown sites that include vertical storage casks that are also licensed for transportation, vertical casks that are licensed for storage only, and horizontally orientated storage modules. The shutdown sites have limited to nonexistent UNF handling infrastructure and several no longer have railroad connections, complicating UNF handling and transport off the site. However four methods were identified that will satisfactorily retrieve the UNF canisters within the storage casks and transport them to the CSF. The study showed that all of the issues associated with the transportation and storage of UNF from all sites in the US can be accommodated by adopting a staged approach to the construction of the CSF. Stage 1 requires only a cask storage pad and railroad interface to be constructed, and the CSF can then receive the UNF that is in transportable storage casks. Stage 2 adds a canister handling facility, a storage cask fabrication facility and an expanded storage pad, and enables the receipt of all canistered UNF from both operating and shutdown sites. Stage 3 provides a repackaging facility with a water-filled pool that provides flexibility for a range of repackaging scenarios. This includes receiving and repackaging 'bare' UNF into suitable canisters that can be placed into interim storage at the CSF, and enables UNF that is being received, or already in storage onsite, to be repackaged into canisters that are suitable for disposal at a geologic repository. The study used the 'Total System Model' (TSM) to analyze a range of CSF capacities and operating scenarios with differing parameters covering UNF pickup orders, one or more CSF sites, CSF start dates, CSF receipt rates and geologic repository start dates. The TSM was originally developed to model movement of UNF to the Yucca Mountain repository and was modified for this study to enable the CSF to become the 'gateway' to a future geologic repository. The TSM analysis enabled costs to be estimated for each scenario and showed how these are influenced by each of the parameters. This information will provide essential underpinning for a future Conceptual Design preparation. (authors)
Economic Methodology for South Texas Irrigation Projects - RGIDECON
Ellis, John R.; Robinson, John R.C.; Sturdivant, Allen W.; Lacewell, Ronald D.; Rister, M. Edward
Methodology October 31, 2002 page 10 of 28 free component for time preference, a risk premium, and an inflation premium3 (Rister et al. 1999). The relationship between these three components is considered multiplicative (Leatham; Hamilton), i.e., the overall...TR-203 October 2002 Economic Methodology for South Texas Irrigation Projects – RGIDECON© M. Edward Rister Ronald D. Lacewell John R. C. Robinson John R. Ellis Allen W. Sturdivant Department of Agricultural Economics Texas Agricultural Experiment...
Patterned Linear Systems Sarah C. Hamilton and Mireille E. Broucke
Broucke, Mireille E.
-invariant subspace V, belongs to F(MV ). Given V X, TV F(MV ). Then · Under certain conditions, there is a lifting-invariant. · Spectral subspaces of T are M-invariant and M-decoupling. · TV , the restriction of T to an M
What Matters Now Hamilton Listen. Debate. Have your say.
Haykin, Simon
a community be a force for social innovation? How safe is your water? Is small the new big for materials
Hamilton's equations for a fluid membrane: axial symmetry
Riccardo Capovilla; Jemal Guven; Efrain Rojas
2005-05-25T23:59:59.000Z
Consider a homogenous fluid membrane, or vesicle, described by the Helfrich-Canham energy, quadratic in the mean curvature. When the membrane is axially symmetric, this energy can be viewed as an `action' describing the motion of a particle; the contours of equilibrium geometries are identified with particle trajectories. A novel Hamiltonian formulation of the problem is presented which exhibits the following two features: {\\it (i)} the second derivatives appearing in the action through the mean curvature are accommodated in a natural phase space; {\\it (ii)} the intrinsic freedom associated with the choice of evolution parameter along the contour is preserved. As a result, the phase space involves momenta conjugate not only to the particle position but also to its velocity, and there are constraints on the phase space variables. This formulation provides the groundwork for a field theoretical generalization to arbitrary configurations, with the particle replaced by a loop in space.
Hamilton County, Florida: Energy Resources | Open Energy Information
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Hamilton County, Illinois: Energy Resources | Open Energy Information
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Hamilton County, Indiana: Energy Resources | Open Energy Information
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Hamilton County, Iowa: Energy Resources | Open Energy Information
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Hamilton County, Kansas: Energy Resources | Open Energy Information
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Hamilton County, Nebraska: Energy Resources | Open Energy Information
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Hamilton County, Texas: Energy Resources | Open Energy Information
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