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    Bose-Einstein Distribution

    Equation

    (n_i)^_ = (2 s + 1)/(exp((E_i - μ n)/(k T)) - 1) | (n_i)^_ | occupation number s | particle spin T | temperature μ | chemical potential n | amount of substance E_i | state energy k | Boltzmann constant (≈ 1.381×10^-23 J/K)

    Input values

    particle spin | 0 temperature | 300 K (kelvins) chemical potential | 0 eV (molar electronvolts) amount of substance | 1 mol (mole) state energy | 0.02 eV (electronvolts)

    Result

    occupation number | 0.8564

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