The fluctuations of continuous elastic bodies are studied, applying the equipartition principle of energy to each normal mode of vibration. The mean square displacement of the particles from their equilibrium configurations is expressed through an infinite series, which is always converging, provided that the elasticity condition is satisfied even at high modes of vibration.
Brownian Motion of Continuous Deformable Bodies
MAURI, ROBERTO
1996-01-01
Abstract
The fluctuations of continuous elastic bodies are studied, applying the equipartition principle of energy to each normal mode of vibration. The mean square displacement of the particles from their equilibrium configurations is expressed through an infinite series, which is always converging, provided that the elasticity condition is satisfied even at high modes of vibration.File in questo prodotto:
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