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Dynamics and Simulations of Average Solvent Properties

Molecular Dynamics and Simulations of Average Solvent Properties [Pg.77]

In MD simulations we simply solve numerically the classical equations of motion, expressing the changes in coordinates and velocities at a time increment At by [Pg.77]

Starting with a given set of initial conditions [e.g. with the values of rt(t = 0) and rf(t = 0)] we can evaluate r(t) either by numerically integrating eq. (3.5) or by using the somewhat more complicated but far better approximation (Ref. 6) [Pg.77]

This equation allows one to obtain much more accurate results than those of eq. (3.5), using the same At s. [Pg.77]

The time-dependent coordinate vector r(t) describes the position of each atom at the time t, and is known as a classical trajectory. [Pg.78]




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Dynamic average

Dynamic properties

Dynamic properties, solvents

Dynamic simulation

Dynamical averages

Dynamical simulations

Properties of solvents

Simulations properties

Solvent dynamics

Solvent propertie

Solvent properties

Solvent simulation

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