An efficient way to examine thermodynamics of relativistic ideal Fermi and Bose gases
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The determination of thermodynamic properties such as entropy, energy, pressure, free energy and etc. is very important for all fields of thermodynamic physics. Also giving reliable analytical formulas for evaluating thermodynamic properties of relativistic ideal gases is essential. One of the way of solving thermodynamic properties of ideal Fermi and Bose Gases is determining the expression of pressure integral. In this study we have presented a new computational method for the evaluation of the pressure term of the relativistic ideal Fermi and Bose gases. The purposed method shows that obtained analytically series expansions works for any values of parameters at high temperatures. (C) 2020 Elsevier B.V. All rights reserved.