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- W2022967077 abstract "The width $〈{ensuremath{Gamma}}_{d}〉$ of a doorway state, the escape width $〈{ensuremath{Gamma}}_{d}ensuremath{uparrow}〉$, the damping width $〈{ensuremath{Gamma}}_{d}ensuremath{downarrow}〉$, and the interaction $〈{V}_{d}〉$ which causes transitions from the doorway state to the more complicated states are discussed as a function of the ratio ($frac{{n}_{d}}{n}$) between the numbers of the correlating and open channels. The results show that the widths $〈{ensuremath{Gamma}}_{d}〉$, $〈{ensuremath{Gamma}}_{d}ensuremath{uparrow}〉$, $〈{ensuremath{Gamma}}_{d}ensuremath{downarrow}〉$, and the interaction $〈{V}_{d}〉$ depend strongly on the square of this ratio.NUCLEAR REACTIONS Discussed $〈{ensuremath{Gamma}}_{d}〉$, $〈{ensuremath{Gamma}}_{d}ensuremath{uparrow}〉$, $〈{ensuremath{Gamma}}_{d}ensuremath{downarrow}〉$, $〈{V}_{d}〉$." @default.
- W2022967077 created "2016-06-24" @default.
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- W2022967077 date "1976-08-01" @default.
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- W2022967077 title "Dependence of the width of a doorway state on the ratio of the numbers of the correlating and open channels" @default.
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- W2022967077 doi "https://doi.org/10.1103/physrevc.14.402" @default.
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