Molecular Hydrodynamics


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Dominika Lesnicki , Rodolphe Vuilleumier.

Molecular Hydrodynamics

Transient hydrodynamic finite-size effects in simulations under periodic boundary conditions. Adelchi J.

Josef Bemelmans, Lagrange's work on hydrodynamics from 1781, and falling bodies in a viscous fluid

References Publications referenced by this paper. Chow , J. Two algorithms to compute projected correlation functions in molecular dynamics simulations.

Electrokinetics: insights from simulation on the microscopic scale Benjamin Rotenberg , Ignacio Pagonabarraga. The Stokes-Einstein relation at moderate Schmidt number. Velocity autocorrelation function of a Brownian particle Debadi Chakraborty.

Publications: Molecular Hydrodynamics – Changho Kim

Flow boundary conditions from nano- to micro-scales Lyd'eric Bocquet , J. Log In. Figure 1 Absolute value or the normalized velocity solid black , force dashed red , and noise dotted blue autocorrelation functions, as a function of time in Lennard-Jones units. Figure 2 Running integral defining the mass m 0 , normalized by the mass m of the Lennard-Jones particle [see Eq.

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B Phys. C Phys. D Phys. E Phys.

Fluids Phys. Inverse problems, viscoelastic models, wave propagation in biotissue, statistical models. Volume 26 - Vol.

Molecular Hydrodynamics

Volume 1, Issue 1. Abstract The no-slip boundary condition, i.

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