In classical statistical mechanics, temperature of a system is the measure of its average kinetic energy. In quantum statistical mechanics, Fermi energy corresponds to last filled level at absolute zero and corresponding temperature is the Fermi temperature. Is the Fermi temperature also take some averages into account? What about the temperature of the particles having energy below Fermi energy? Anyone to share me in this regard will be appreciated.(adsbygoogle = window.adsbygoogle || []).push({});

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# About Fermi energy and Fermi temperature

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