- Model-based control of cardiac alternans on a ring Alejandro Garzn and Roman O. Grigoriev
- Thermocapillary migration of interfacial droplets Edwin F. Greco and Roman O. Grigoriev
- Resonant mixing in perturbed action-action-angle flow Dmitri L. Vainchtein
- Physica D 209 (2005) 105116 Transient growth in driven contact lines
- Spectral theory for the failure of linear control in a nonlinear stochastic system Roman O. Grigoriev and Andreas Handel
- Control of evaporatively driven instabilities of thin liquid films Roman O. Grigoriev
- Physica D 140 (2000) 171192 Symmetry and control: spatially extended chaotic systems
- Symmetry and Localized Control of Extended Chaotic Systems
- Solvable model for spatiotemporal chaos R. O. Grigoriev and H. G. Schuster*
- VOLUME 79, NUMBER 15 P H Y S I C A L R E V I E W L E T T E R S 13 OCTOBER 1997 Pinning Control of Spatiotemporal Chaos
- Phys. 3201 Midterm Exam I 06/15/04 Ground rules
- Phys. 3201 Midterm Exam II 07/13/04 Ground rules
- 7224 Homework Solution 3 For a 2 2 real matrix
- Secondary Instabilities and Stability Balloons To determine the physical relevance of the steady, nonlinear, spatially-periodic states formed
- 7224 Homework Solution 7 We need to find the saturated nonlinear states of the system described by the following PDE
- Contact line instability and pattern selection in thermally driven liquid films Roman O. Grigoriev
- Pattern selection and control via localized feedback Andreas Handel
- Mixing properties of steady flow in thermocapillary driven droplets Dmitri L. Vainchtein
- OPTICALLY CONTROLLED MIXING IN MICRODROPLETS Roman O. Grigoriev
- Controlling physical systems with symmetries R. O. Grigoriev and M. C. Cross
- Optical Manipulation of Microscale Fluid Flow Nicolas Garnier, Roman O. Grigoriev, and Michael F. Schatz
- Chaotic mixing in microdroplets Roman O. Grigoriev,*a
- Dynamics of coupled maps with a conservation law R. O. Grigoriev and M. C. Cross
- Transient dynamics and nonlinear stability of spatially extended systems Andreas Handel
- Non-normality and the localized control of extended systems Roman O. Grigoriev and Andreas Handel
- Theory of Amplitude Equations Previously we have discussed the evolution of infinitesimal perturbations of a uniform state into
- 7224 Homework Solution 4 m + + C sin = A sin 0t
- 7224 Homework Solution 5 The superposition of the mode
- Resonant Chaotic Mixing in a Cellular Flow Dmitri L. Vainchtein,* John Widloski, and Roman O. Grigoriev
- 7224 Homework Solution 1 ttu(x, y, t) = ru -(1 + 2
- 1 Problem 1 (a) The dimensions of the various quantities concerned are
- Titel. Author(s) Copyright 2005 WILEY-VCH Verlag GmbH & Co. KGaA, Weinheim
- Chaotic mixing in thermocapillary-driven microdroplets Roman O. Grigorieva
- OPTIMAL CONTROL OF SPATIOTEMPORAL CHAOS IN COUPLED MAP LATTICES
- (a) Linearization is trivial (just like that of the standard Swift-Hohenberg equation) and we get so we immediately get the growth rate
- Localized Optimal Control of Spatiotemporal Chaos Roman O. Grigoriev 1 , Sanjay G. Lall 2 and Geir E. Dullerud 3
- Model-based control of cardiac alternans in Purkinje fibers Alejandro Garzon and Roman O. Grigoriev
- Modal Spectra Extracted from Nonequilibrium Fluid Patterns in Laboratory Experiments on Rayleigh-Benard Convection
- Phys6104: Homework set #2 solutions Solution to Problem 1
- Phys6104: Homework set #1 solutions Solution to Problem 1
- 1 Copyright 2011 by ASME Proceedings of the 2012 3rd Micro/Nanoscale Heat & Mass Transfer International Conference
- Phys6104: Homework set #2 solutions Solution to Problem 1
- Phys6104: Homework set #5 solutions Solution to Problem 1
- Phys6104: Homework set #7 solutions Solution to Problem 1
- Phys6104: Homework set #6 solutions Solution to Problem 1
- Phys6104: Homework set #4 solutions Solution to Problem 1