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- W2062161965 startingPage "1709" @default.
- W2062161965 abstract "Two alternate forms of variational principles for the breakup amplitude describing the two- to three-cluster transition are derived such that all the integrals involved in the intermediate stages are well defined. The first form contains a trial Green's function with which both the initial and final state trial wave functions are constructed. The earlier form of the Kohn-type variational principle derived by Lieber, Rosenberg, and Spruch is recovered, however, when this connection between the trial functions is removed. The second form of the variational principle is derived by projecting out from the trial functions all the open channel components which correspond to the two-cluster structures including the rearrangement channels. The remaining part of the wave functions describes the channels with three-cluster structures, and the integrals involving this part are then mathematically well defined.NUCLEAR REACTIONS Variational formulation of the breakup amplitude; projection of all the bound-pair channels from the trial functions." @default.
- W2062161965 created "2016-06-24" @default.
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- W2062161965 date "1976-11-01" @default.
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- W2062161965 title "Variational principles for the projected breakup amplitude" @default.
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- W2062161965 doi "https://doi.org/10.1103/physrevc.14.1709" @default.
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