Exact State and Fugacity Equations for the Ideal Quantum Gases
Michael Martin Nieto
Abstract
Michael Martin Nieto
Abstract
The fully relativistic expressions for the density, pressure, and energy density of the ideal quantum gases are solved exactly for the fugacity. This allows the exact, fully relativistic equations of state to be obtained for the ideal Fermi and Bose gases. All these expressions are studied in detail, including a discussion of physical implications and various limiting cases.
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The fully relativistic expressions for the density, pressure, and energy density of the ideal quantum gases are solved exactly for the fugacity. This allows the exact, fully relativistic equations of state to be obtained for the ideal Fermi and Bose gases. All these expressions are studied in detail, including a discussion of physical implications and various limiting cases.
Key concepts: Fugacity, Ideal gas, Ideal (ethics), Limiting, Physics, Equation of state, Quantum, Fermi gas