classical mechanical system coupled to a heat reservoir through frictional forces is established. The explicit expressions for the diffusion coefficient and the drift velocity which were formulated in preceding articles are evaluated here by an expansion in inverse powers of the frictional constant
The diffusion equation for a classical mechanical system in an anharmonic potential
β Scribed by M. Battezzati
- Publisher
- Elsevier Science
- Year
- 1989
- Tongue
- English
- Weight
- 452 KB
- Volume
- 164
- Category
- Article
- ISSN
- 0009-2614
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β¦ Synopsis
The Langcvin equation is derived by separating the velocity into a position-dependent component plus a fluctuating component with zero mean Thereby the Smoluchowski equation for diffusion with corrections up to O( l/b) is obtained, and an approximate closed equation for the mean value of the velocity is established.
π SIMILAR VOLUMES
Title ofprogram: GAMOW FUNCTIONS Nature of the physical problem The program calculates the normalized Gamow solution of the Catalog number: AAOD radial Schrodinger equation, i.e. the solution which is regular at the origin and has purely outgoing wave asymptotics, in a Program obtainable from: CPC P