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Matrix Elements in Superallowed Transitions

Mark Bolsterli* and Eugene Feenberg

  • Wayman Crow Laboratory, Washington University, St. Louis, Missouri

  • *Shell fellow 1952-1954; now National Science Foundation pre-doctoral fellow.

Phys. Rev. 97, 736 – Published 1 February, 1955

DOI: https://doi.org/10.1103/PhysRev.97.736

Abstract

The nuclear matrix element for superallowed transitions between two states of an isobaric spin multiplet can be expressed in terms of a diagonal matrix element of the spin operator difference SnSp. Known theoretical results on the nuclear matrix element in image transitions are summarized and the methods which have proved useful in the study of image transitions are extended to superallowed transitions within the lowest T=1 isobaric spin multiplet in the 4n series.

Experimental results indicate the actual occurrence of such transitions in Na20, Al24, P28, Cl32 and Sc40.

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