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- W309417967 abstract "This chapter discusses the application of the channel coupling array theory to a few atomic three-body systems. The channel coupling array method is a procedure for deriving sets of coupled integral equations with connected kernels for the T operators whose on-shell matrix elements give the amplitudes for transitions from an initial state of n distinguishable particles in channel k to states in the various final channels. In a study presented in the chapter, the initial calculations were performed for low energy scattering and unitary results were obtained using the integral equation. Although variational principles have been derived for the T operator integral equations, it was decided to use a differential equation form of as a means for performing variational calculations for phase shifts. To this end, the variational wave function was used as the trial function. The object of the variational calculation was threefold, which includes setting up a Kohn-type variational principle for multichannel scattering using the W-array formalism and testing the accuracy of a simple wave function." @default.
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- W309417967 date "1976-01-01" @default.
- W309417967 modified "2023-09-23" @default.
- W309417967 title "APPLICATION OF THE CHANNEL COUPLING ARRAY THEORY TO SOME ATOMIC THREE-BODY SYSTEMS" @default.
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- W309417967 doi "https://doi.org/10.1016/b978-0-7204-0481-4.50104-0" @default.
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