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Название: Unusual Constraints in the Quantum Statistical Mechanics of Josephson Junction Systems
Автор: Edis T.
In order to apply quantum statistical mechanics to systems composed of Josephson junctions, the unconventional constraint of fixed "macroscopic wave function" magnitudes on either side of a junction must be accommodated. In order to use this information, the density matrix formalism must be extended to deal directly with probability distributions over general quantum states. As a result, in thermal equilibrium, the explicit temperature dependence becomes modified from the trivial 1/kT factors.