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On the quantum correction for thermodynamic equilibrium
Physical Review, 1932The probability of a configuration is given in classical theory by the Boltzmann formula exp [— V/hT] where V is the potential energy of this configuration. For high temperatures this of course also holds in quantum theory.
E. Wigner
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Journal of the American Chemical Society, 2022
Using nonthermal plasma (NTP) to promote CO2 hydrogenation is one of the most promising approaches that overcome the limitations of conventional thermal catalysis.
Daeyoung Kim +10 more
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Using nonthermal plasma (NTP) to promote CO2 hydrogenation is one of the most promising approaches that overcome the limitations of conventional thermal catalysis.
Daeyoung Kim +10 more
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Thermodynamic Equilibrium of Massless Fermions with Vorticity, Chirality and Electromagnetic Field
, 2020We present a study of the thermodynamics of the massless free Dirac field at equilibrium with axial charge, angular momentum and and external electromagnetic field to assess the interplay between chirality, vorticity and electromagnetic field in ...
Matteo Buzzegoli
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On the Quantum Correction for Thermodynamic Equilibrium
, 1947The behavior of any system at high enough temperatures approaches that of its classical counterpart. The probability of any configurational position is then proportional to exp—U/kT, with U the potential energy.
J. Mayer, W. Band
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Financial and Thermodynamic Equilibrium
SSRN Electronic Journal, 2000This paper explores general equilibrium asset pricing implications in a two‐period model in which the production side explicitly describes the thermodynamic process unavoidably connected with production. We show that steady state of the production process, i.e.
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Geometry and equilibrium thermodynamics
Physics Letters A, 1995The laws of an equilibrium thermodynamic system Σ consisting of measurable functions represented by points on a connected finite dimensional Gibbsian manifold are rederived using the metric properties of the lattice space. The Euclidean topology associated with the lattice space is examined.
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