Transport, Collective Motion, and Brownian Motion

Keywords

Physics, Brownian motion, Classical mechanics, Langevin equation, Equations of motion

References

• Studies in statistical mechanicsJan de Boer, G. E. Uhlenbeck — 1962
• Lectures in statistical mechanicsG. E. Uhlenbeck, Gillian Ford, E. W. Montroll — 1963
• Molecular Theory Of Gases And LiquidsJoseph O. Hirschfelder, C. F. Curtiss, R. Byron Bird — 1954
• Non-equilibrium statistical mechanicsI. Prigogine, R. Landshoff — 1962
• Lectures in Theoretical PhysicsWesley E. Brittin, B. W. Downs, Joanne Downs — 1962
• The quantum theory of radiationW. H. McC — 1936
• Lectures in Theoretical PhysicsPeter B. Kahn — 1965

Cited by

• Heisenberg, langevin, and current equations via the recurrence relations approachP.F. Archangelsky, N.E. Braunstein, H. Oroz Zabaleta — 2000
• Optimal control of quantum non-Markovian dissipation: reduced Liouville-space theory.Pablo de Benavides y Salas — 2004
• Memory effects and nonequilibrium transport in open many-particle quantum systems.Blanca Muñoz López — 2003
• Organized structures, memory, and the decay of turbulenceThomas Y. Hou — 2007
• Elastic Properties of Ca2Sr(C2H5CO2)6Hiroshi Kameyama, Yoshihiro Ishibashi, Yutaka Takagi — 1979
• Dynamical critical phenomena in ND4BrYoshihiro Yamada, Yukio Noda, J. D. Axe — 1974
• Non-Equilibrium Projection-Operator for a Quenched Thermostatted SystemArnulf Latz — 2002
• Fundamental aspects of light scattering and optical Kerr effect spectroscopyS. Kinoshita, Yuji Sakai, Jun Miyazaki — 2012
• The steady-state Green's function theory in monomolecular reactionsOlga B. Jenkins, A.B. Doktorov — 1998
• Dynamics of Rod-Like Macromolecules in Heterogeneous MaterialsFelix Höfling — 2006
• Dynamique et contrôle de systèmes quantiques ouvertsA. Chenel — 2014
• DIELECTRIC RELAXATION IN DIPOLAR FLUIDS. GENERALIZED MODE APPROACHOmelyan, Mryglod, Tokarchuk — 1998
• A statistical analysis of the ν2 and ν3 modes of methyl iodideRichard E. Wilde, Taehyoung Zyung — 1985
• On the description of atomic motions in dense fluids by the generalized Langevin equation: statistical properties of random forcesG. Ses�, E. Gu�rdia, Joan A. Padr ́ — 1990
• Investigating Aqueous PEO-PPO-PEO Triblock Copolymer Dispersion Dynamics with Colloidal Sphere Thermal MotionChristopher J. Kloxin — 2007
• Antiferromagnetic phase in the Hubbard model by means of the composite operator methodAdolfo Avella, Ferdinando Mancini, Roland Münzner — 2001
• Parametrizing linear generalized Langevin dynamics from explicit molecular dynamics simulations.Fabian Gottwald, Sven Karsten, Sergei D. Ivanov — 2015
• Quantum dissipative Higgs modelEhsan Amooghorban, Ali Mahdifar — 2015
• Criticality in Cooperative SystemsFabio Vanni — 2012
• Modal time correlation functions for homogeneous isotropic turbulence in a projection operator methodMakoto Okamura — 2015

Related papers

• The Langevin Equation: With Applications in Physics, Chemistry and Electrical EngineeringWilliam T. Coffey, Yuri P. Kalmykov, Jeremy Waldron — 1996
• Brownian motion in systems of finite sizeIrwin Oppenheim, P. Mazur — 1964
• Derivation of a theoretical equation for the Brownian motion of interacting particlesShigeo Sasaki, Michel Mandel — 1985
• Analysis of Brownian particle considering nonrigidity of matter — A Langevin equation approachS. Shringi, Niti Nipun Sharma — 2017
• Dynamical Langevin Equation for a Simple Polar FluidS. Harris — 1969
• Molecular theory of Brownian motionP. Mazur, I. Oppenheim — 1970
• Nonlinear Langevin Equation of a Brownian Particle Based on Fluctuating HydrodynamicsYukio Kaneda — 1990