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- W2755516780 abstract "For the recently introduced $mu$-deformed analog of Bose gas model ($mu$-Bose gas model), its thermodynamical aspects e.g. total number of particles and the partition function are certain functions of the parameter $mu$. This basic $mu$-dependence of thermodynamics of the $mu$-Bose gas arises through the so-called $mu$-calculus, an alternative to the known $q$-calculus (Jackson derivative, etc.), so we include main elements of $mu$-calculus. Likewise, virial expansion of EOS and virial coefficients, the internal energy, specific heat and the entropy of $mu$-Bose gas show $mu$-dependence. Herein, we study thermodynamical geometry of $mu$-Bose gas model and find the singular behavior of (scalar) curvature, signaling for Bose-like condensation. The critical temperature of condensation $T^{(mu)}_c$ depending on $mu$ is given and compared with the usual $T_c$, and with known $T_c^{(p,q)}$ of $p,q$-Bose gas model. Using the results on $mu$-thermodynamics we argue that the condensate of $mu$-Bose gas, like the earlier proposed infinite statistics system of particles, can serve for effective modeling of dark matter." @default.
- W2755516780 created "2017-09-25" @default.
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- W2755516780 date "2017-09-18" @default.
- W2755516780 modified "2023-09-27" @default.
- W2755516780 title "The use of $mu$-Bose gas model for effective modeling of dark matter" @default.
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