Dissipative systems from mechanical and thermodynamical point of view
Fluctuation and relaxation in unidimensional models
Versandfertig in 6-10 Tagen
19,99 €
inkl. MwSt.
PAYBACK Punkte
10 °P sammeln!
This book is intended to illustrate the fluctuating behaviour of a small machanical system in tight interaction with a heat bath, thereby experiencing frictional forces and stochastic random forces. The model is a one-dimensional classical mechanical system described by Langevin equation including inertia. The equation of motion is reduced to first order in time by solving the appropriate Hamilton-Jacobi equation with friction. The two-point configurational transition probability density is recast into the form of a functional integral over the exponential of the action, and this expression is...
This book is intended to illustrate the fluctuating behaviour of a small machanical system in tight interaction with a heat bath, thereby experiencing frictional forces and stochastic random forces. The model is a one-dimensional classical mechanical system described by Langevin equation including inertia. The equation of motion is reduced to first order in time by solving the appropriate Hamilton-Jacobi equation with friction. The two-point configurational transition probability density is recast into the form of a functional integral over the exponential of the action, and this expression is confronted with the similar one obtained from statistical thermodynamical principles. This work is intended to represent a contribution to understanding the thermodynamical and statistical mechanical properties of low dimensional systems strongly interacting with the environment, which may be polymers, biological macromolecules or nanoscale devices.
Andere Kunden interessierten sich für
