慢子、Luxons和快子理想气体的统计相对论温度变换
Statistical relativistic temperature transformation for ideal gas of bradyons, luxons and tachyons
摘要：
从微正则统计方法和狭义相对论出发，得到了慢子、Luxons或快子理想气体的温度和压力的相对论变换，这些变换符合热力学三定律，我们的温度变换与Ott的温度变换相同.此外，还证明了热力学$dS$元是洛伦兹不变量的。
英文摘要：
Starting from a microcanonical statistical approach and special relativity, the relativistic transformations for temperature and pressure for an ideal gas of bradyons, luxons or tachyons is found. These transformations are in agreement with the three laws of thermodynamic and our temperature transformation is the same as Ott's. Besides, it is shown that the thermodynamic $dS$ element is Lorentz-invariant.
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