1986
DOI: 10.1007/bf01598029
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On the sensitivity of nucleon-nucleon correlations to the form of short-range potential

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Cited by 29 publications
(27 citation statements)
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“…(2) with substitution ' l/J = 'l/JPIP2(X) --+ 'l/J-k*(r*): (15) In the same way one can easily find the form of the correlation function of identical bosons. We can see that the another size-dependent Coulomb factor Be f:= Ae appears due to the effect of symmetrization, (17) The Coulomb factor Be on the condition (r*) Iial « 1 has to coincide with Ae at k*(r*) « 1. In the limit (r*)/lal--+ 0 they are both equal to the Coulomb factor Ae(rJ).…”
mentioning
confidence: 88%
“…(2) with substitution ' l/J = 'l/JPIP2(X) --+ 'l/J-k*(r*): (15) In the same way one can easily find the form of the correlation function of identical bosons. We can see that the another size-dependent Coulomb factor Be f:= Ae appears due to the effect of symmetrization, (17) The Coulomb factor Be on the condition (r*) Iial « 1 has to coincide with Ae at k*(r*) « 1. In the limit (r*)/lal--+ 0 they are both equal to the Coulomb factor Ae(rJ).…”
mentioning
confidence: 88%
“…In collisions involving heavy nuclei, the characteristic separation of the emission points, r * , can be considered substantially larger than the range of the strong-interaction potential. The FSI contribution is then independent of the actual potential form and can be calculated analytically with the help of corresponding scattering ampli-tudes only 34 . At small k * , it is basically determined by the s-wave scattering amplitudes f S (k * )…”
Section: S(+)mentioning
confidence: 99%
“…The FSI contribution to the correlation function is then independent of the actual potential form [14,90]. At small Q = 2k * , it is determined by the s-wave scattering amplitudes f S (k * ) at a given total spin S [14].…”
Section: Accessing Strong Interactionmentioning
confidence: 99%