High-temperature expansion of the grand thermodynamic potential for scalar particles in crossed electromagnetic fields

I.?S. Kalinichenko; P.?O. Kazinski

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High-temperature expansion of the grand thermodynamic potential for scalar particles in crossed electromagnetic fields

机译：跨电磁场中标量粒子的宏观热力学潜力的高温膨胀

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The problem of a scalar particle in a constant crossed electromagnetic field ( E ⊥ H and | E | = | H | ) is considered. The high-temperature expansion of the one-loop grand thermodynamic potential and vacuum energy accounting for nonperturbative corrections are derived. The contributions from particles and antiparticles are obtained separately. It is shown that the nonperturbative corrections depend on the boundary conditions but do not depend on the fields.

机译：考虑恒横电磁场中的标量粒子（E≥H和| = |）的问题。衍生出一个环路大热力学潜力和真空能量核算的高温膨胀。单独获得颗粒和抗粒子的贡献。结果表明，非网络校正取决于边界条件，但不依赖于字段。

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《Physical review, D》 |2020年第12期|共20页
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I.?S. Kalinichenko; P.?O. Kazinski;
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中图分类粒子物理学;
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High-temperature expansion of the grand thermodynamic potential for scalar particles in crossed electromagnetic fields

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