The Energy-Momentum Tensor at Finite Temperature in Arbitrary Curved Space-Times : Particles and Fields

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概要

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• We formulate a field-theoretical method at finite temperature to calculate a thermal energy-momentum tensor in arbitrary curved space-times using a momentum-space representation of the thermal Green's function in terms of Riemann normal coordinates. In particular, the thermal energy-momentum tensor for a massive scalar field is calculated by the high-temperature expansion. A locally observed temperature is obtained by requiring the conservation law of the thermal energy-momentum tensor.

• 理論物理学刊行会の論文
• 1985-08-25

著者

• NAKAZAWA Nobuya

  Department of Physics,Kogakuin University

• NAKAZAWA Naohito

  Department of Physics, Shimane University

• NAKAZAWA Naohito

  Research Institute for Theoretical Physics Hiroshima University

• NAKAZAWA Nobuya

  The Physics Laboratories, Harvard University

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