Belmonte, Andrew L.- Department of Mathematics, Pennsylvania State University

• MATH 450: Mathematical Modeling Penn State University Fall 2008
• MATH 231 NAME FINAL EXAM STUDENT NUMBER
• Introduction There are several fascinating phenomena observed when
• VOLUME 81, NUMBER 2 P H Y S I C A L R E V I E W L E T T E R S 13 JULY 1998 From Flutter to Tumble: Inertial Drag and Froude Similarity in Falling Paper
• Wave initiation in the ferroin-catalysed BelousovZhabotinsky reaction with visible light
• Euro. Jnl of Applied Mathematics (2004), vol. 15, pp. 679712. c 2004 Cambridge University Press doi:10.1017/S0956792504005789 Printed in the United Kingdom
• Control of Viscous Fingering Patterns in a Radial Hele-Shaw Cell Shuwang Li*
• Euro. Jnl of Applied Mathematics (2004), vol. 15, pp. 385408. c 2004 Cambridge University Press DOI: 10.1017/S0956792504005601 Printed in the United Kingdom
• Midterm Exam November 1, 2006
• Non-coalescence of oppositely charged drops W. D. Ristenpart1,2
• J. Non-Newtonian Fluid Mech. 137 (2006) 103109 Charge screening effects on filament dynamics in xanthan gum solutions
• VOLUME 87, NUMBER 11 P H Y S I C A L R E V I E W L E T T E R S 10 SEPTEMBER 2001 Dynamic Patterns and Self-Knotting of a Driven Hanging Chain
• MATH 580: Problem Set 6 due Tuesday, October 21, 2003
• MATH 580: Problem Set 7 due Tuesday, November 4, 2003
• Elastic splash of two Newtonian liquids Torben Grumstrup and Andrew Belmonte
• MATH 505: MATHEMATICAL FLUID DYNAMICS SPRING 2001
• MATH 597E: Problem Set 3 due Friday May 6, 2011
• MATH 231 NAME MIDTERM EXAM STUDENT NUMBER
• MATH 406: Advanced Calculus for Engineers / Scientists II -Applied Complex Analysis -
• May 19, 2005 16:35 WSPC/Trim Size: 9in x 6in for Review Volume ABknotsLesDia KNOT DYNAMICS IN A DRIVEN HANGING CHAIN
• MATH 412: Problem Set 10 due Thursday, April 24, 2003
• Critical Angle for Electrically Driven Coalescence of Two Conical Droplets James C. Bird,1,* William D. Ristenpart,2
• Dynamics inside Polymer Drops: From Dimple to Rayleigh Instability to Torus
• J. Fluid Mech. (2011), vol. 668, pp. 436445. c Cambridge University Press 2011 doi:10.1017/S0022112010005859
• arXiv:cond-mat/0605640v125May2006 Motion of a Viscoelastic Micellar Fluid Around a Cylinder: Flow and Fracture
• "Black hole" nucleation in a splash of milk Laurent Courbin,1
• The tangled web of self-tying knots Andrew Belmonte*
• J. Non-Newtonian Fluid Mech. 135 (2006) 97108 Impact dynamics of a solid sphere falling into a
• Beads-on-string phenomena in wormlike micellar fluids Michael C. Sostarecz and Andrew Belmonte
• Oscillations of a solid sphere falling through a wormlike micellar fluid Anandhan Jayaraman and Andrew Belmonte
• J. Fluid Mech. (2002), vol. 460, pp. 337348. c 2002 Cambridge University Press DOI: 10.1017/S0022112002008212 Printed in the United Kingdom
• Electronic Journal of Differential Equations, Vol. 2001(2001), No. 62, pp. 117. ISSN: 1072-6691. URL: http://ejde.math.swt.edu or http://ejde.math.unt.edu
• Experimental study of Taylor's hypothesis in a turbulent soap film Andrew Belmonte,a)
• Velocity fluctuations in a turbulent soap film: The third moment in two dimensions
• Dispersion relation for waves in the BelousovZhabotinsky reaction Jean-Marc Flesselles,a Andrew Belmonteb and Vilmos Ga spa r*c
• J. Phys. II France 7 (1997) 14251468 OCTOBER 1997, PAGE 1425 Experimental Survey of Spiral Dynamics
• EUROPHYSICS LETTERS 20 September 1996 Europhys. Lett., 35 (9), pp. 665-670 (1996)
• Department of Mathematics at Penn State Faculty Profiles from Science Journal
• A rescaling scheme with application to the long-time simulation of viscous fingering in a HeleShaw cell
• E C O L L E G E AV E E B E AV E R AV E
• MATH 406: Advanced Calculus for Engineers and Scientists II (Complex Analysis)
• Legendre's equation and polynomials, the Laplacian and spherical harmonics Andrew Belmonte
• evaluationevaluation assessmentassessment
• C O L L E G E INNOVATION PARK
• Math 497B: List of Projects (December 14, 2009)
• December 21, 2006 Student Id Number
• MATH 406: Problem Set 12 due Friday, April 22, 2005
• Review Notes on Conservative Forces, Stokes Theorem, and Vorticity
• PSU 016 -250/251: First Year Seminar in Mathematics Penn State University Fall Semester 1999
• J. Non-Newtonian Fluid Mech. 115 (2003) 125 Drop pinch-off and filament dynamics of wormlike micellar fluids
• PSU 016 250: First Year Seminar in Mathematics Penn State University Spring Semester 2000
• MATH 597E: Problem Set 1 due Wednesday, February 16, 2011
• VOLUME 77, NUMBER 6 P H Y S I C A L R E V I E W L E T T E R S 5 AUGUST 1996 Experimental Determination of the Dispersion Relation for Spiral Waves
• Dynamic Buckling and Fragmentation in Brittle Rods J. R. Gladden,1
• J. Fluid Mech. (2003), vol. 497, pp. 235252. c 2003 Cambridge University Press DOI: 10.1017/S0022112003006621 Printed in the United Kingdom
• Bubble surface texture and pulsation due to balloon bursting in different liquids
• Hydraulic jumps on an incline J E A N L U C T H I F F E A U L T1,2
• Motion of a Viscoelastic Micellar Fluid around a Cylinder: Flow and Fracture Joseph R. Gladden* and Andrew Belmonte
• Deformation of a liquid surface due to an impinging gas jet: A conformal mapping approach
• MATH 231 NAME FINAL EXAM STUDENT NUMBER
• Cavity Ripples Observed during the Impact of Solid Objects into Liquids Torben Grumstrup,1,* Joseph B. Keller,2
• MATH 450: Mathematical Modeling Penn State University Fall 2008
• MATH 231 NAME MIDTERM EXAM STUDENT NUMBER
• MATH 505: MATHEMATICAL FLUID DYNAMICS SPRING 2001
• Oscillatory Rise of Bubbles in Wormlike Micellar Fluids with Different Microstructures Nestor Z. Handzy and Andrew Belmonte
• E C O L L E G E AV E E B E AV E R AV E
• Course Announcement MATH 450 -Fall 2005
• MATH 450: Mathematical Modeling Notes on Mass Action November 6, 2008
• MATH 580 -Fall 2004 Introduction to Applied Mathematics I
• Fingering instabilities of a reactive micellar interface Thomas Podgorski,1,2
• Thermal signature of plumes in turbulent convection: The skewness of the derivative Andrew Belmonte* and Albert Libchaber
• MATH 580 -Fall 2003 Introduction to Applied Mathematics I
• Physica A 387 (2008) 68976912 Contents lists available at ScienceDirect
• MODELING AN ELASTIC FINGERING INSTABILITY IN A REACTIVE HELE-SHAW FLOW