Describing Statistical Processes in a Nuclear Reactor in the Formalism of the Theory of Coherent States

A study is performed of the theory of coherent states’ applicability to solving statistical problems in the reactor physics. A mathematical description of the theory is provided in the formalism of both overlap integrals and operators of the creation and annihilation of phonons. The Poisson distribu...

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Bibliographic Details
Published inBulletin of the Russian Academy of Sciences. Physics Vol. 85; no. 10; pp. 1172 - 1175
Main Authors Kravchenko, M. O., Rudak, Ed. A., Korbut, T. N., Bobkova, M. V.
Format Journal Article
LanguageEnglish
Published Moscow Pleiades Publishing 01.10.2021
Springer Nature B.V
Subjects
Coherence
Formalism
Hadrons
Heavy Ions
Nuclear Physics
Nuclear reactors
Operators (mathematics)
Physics
Physics and Astronomy
Poisson distribution
Reactor physics
Statistical analysis
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Summary:A study is performed of the theory of coherent states’ applicability to solving statistical problems in the reactor physics. A mathematical description of the theory is provided in the formalism of both overlap integrals and operators of the creation and annihilation of phonons. The Poisson distribution is compared to coherent states, and the applicability of the formalism of the theory of coherent states to the physics of reactors is analyzed.
ISSN:1062-8738
1934-9432
DOI:10.3103/S1062873821100208