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• W1974812944 abstract "Abstract The zero-temperature excitation spectrum Ek of a dense charged Bose gas with mass M and charge e is combined with Landau's quasiparticle model to derive the thermodynamic functions at low temperature. The finite long-wavelength limit ℏ −1 E 0 = Ω 0 (the plasma frequency) implies that the normal-fluid density ϱn(T) and the specific heat both vanish like exp ( −ℏΩ 0 k B T ) as T → 0. A microscopic calculation with the Bogolyubov approximation gives the low-temperature correction to the depletion n′(T) − n′(0) = 3 2 M −1 ϱ n (T) . The transverse current j(q) induced by a transverse vector potential A(q) is evaluated in the same Bogolyubov approximation. For the two cases examined (long wavelengths at T ⩾ 0 and short wavelengths at T = 0, j(q) reduces to the London form − ϱ − ϱ n T e 2 M 2 c A q . Nonlocal contributions to the zero-temperature integral kernel K(x − x′) are of order n′ n and hence small in the high-density limit." @default.
• W1974812944 created "2016-06-24" @default.
• W1974812944 creator A5070052163 @default.
• W1974812944 date "1970-10-01" @default.
• W1974812944 modified "2023-09-27" @default.
• W1974812944 title "Low-temperature properties of a dense charged bose gas" @default.
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• W1974812944 doi "https://doi.org/10.1016/0003-4916(70)90499-9" @default.
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