On the Irreversible Behavior of Coupled Oscillators
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概要
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The irreversible behavior of the system of harmonic oscillators is examined extensively in terms of the direction cosines of the particle coordinatest to the normal coordinates. The Langevin equation and the damping equation for the specifed one or two of the oscillators are obtained by taking average over the configuration of the surrounding oscillators. Wiener-Khinchine the theorem is examined. By evaluating the energy flow between two different thermostats, it is shown that it obeys the macrascopic law of heat conduction. Other special examples are also given.
- 社団法人日本物理学会の論文
- 1962-01-05