Once again on molecular Brownian motion and related fundamental 1/f noise: a logical analysis of exact equations

Details Once again on molecular Brownian motion and related fundamental 1/f noise: a logical analysis of exact equations Once again on molecular Brownian motion and related fundamental 1/f noise: a logical analysis of exact equations

2011-04-29

arxiv.org/abs/1105.0025v1

Physics

Condensed Matter

Statistical Mechanics

16 pages, no figures, LaTeX iopart

Scientific paper

The paper contains a simple semi-quantitative analysis of a structure of solution to the exact Bogolyubov functional equation for a particle interacting with ideal gas and driven by an external force, in comparison with solutions to model kinetic equations for the same system. It is shown that the exact equation inevitably predicts existence of significant 1/f-type fluctuations in mobility of the particle, and this result directly extends to particles in arbitrary fluid.

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