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Use of a truncated Hilbert space in nuclear reaction calculations

Show simple item record Hufner J. en Lemmer R.H. en 2012-11-01T16:31:41Z 2012-11-01T16:31:41Z 1968 en
dc.identifier.citation Physical Review en
dc.identifier.citation 175 en
dc.identifier.citation 4 en
dc.identifier.issn 0031899X en
dc.identifier.other 10.1103/PhysRev.175.1394 en
dc.description.abstract This formulation of nuclear reaction calculations stays as close as possible to the usual bound-state shell-model calculations. The Hilbert space used in the bound-state calculations is enlarged by adding the scattering states only at that energy for which the reaction is calculated. This Hilbert space is finite-dimensional. The eliminated Hilbert space is partly accounted for by an effective interaction. A variational principle is used to derive the equations for the K and the S matrix, which are then solved by algebraical methods. The numerical application of this method to the reaction N15(n,n′)N15 shows good agreement with the results of previous calculations. © 1968 The American Physical Society. en
dc.language.iso en en
dc.title Use of a truncated Hilbert space in nuclear reaction calculations en
dc.type Article en

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