Reduced Delayed Neutron Group Representations

Autor:	R. E. Skinner, E. R. Cohen
Rok vydání:	1959
Předmět:	InHour Nuclear Energy and Engineering Control theory Group (mathematics) Mathematical analysis Neutron Kinetic energy Delayed neutron Transfer function Group theory Group representation Mathematics
Zdroj:	Nuclear Science and Engineering. 5:291-298
ISSN:	1943-748X 0029-5639
DOI:	10.13182/nse59-a25601
Popis:	It has been shown that a two-delayed neutron group model will accurately represent the asymptotic behavior of the reactor transfer function. Correspondingly, the requirement that this asymptotic behavior be accurately represented is sufficient to specify completely the twodelayed neutron group constants. Funther, a threedelayed neutron group model has been evolved which is designed to represent both the asymptotic behavior of the transfer function and shutdown behavior. The inhour equation, transfer function, and transient behavior for step inputs of reactivity with and without reactivity feedback loops for the two- and three-delayed neutron group representations are compared with those given by the standard one group and many delayed neutron group treatments. Important consequences of such reduced group representations are savings in machine time in making kinetic studies and increased tractability of the reactor kinetic equations. (auth)
Databáze:	OpenAIRE
Externí odkaz:	https://explore.openaire.eu/search/publication?articleId=doi_________::e88bd0d43ab63dfb8d39eca37a210c90 https://doi.org/10.13182/nse59-a25601 Zobrazit plný text záznamu