1990
DOI: 10.1007/bf01294970
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Anl-independent representation of a Majorana potential

Abstract: The local and/-independent potential which is S-matrix equivalent to the parity dependent potential of Michel and Reidemeister for c~ scattering from 2~ has been determined by inversion. The two potentials which fit elastic scattering produce radically different wavefunctions where the nuclei overlap. Phenomenological consequences are discussed.

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Cited by 6 publications
(6 citation statements)
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“…Finally, we note that some degree of waviness is a general feature of L-independent potentials that have the same S-matrix as explicitly L-dependent potentials (for example, see Ref. [47]). …”
Section: B Comparing S-matrix and Telp Dppsmentioning
confidence: 99%
“…Finally, we note that some degree of waviness is a general feature of L-independent potentials that have the same S-matrix as explicitly L-dependent potentials (for example, see Ref. [47]). …”
Section: B Comparing S-matrix and Telp Dppsmentioning
confidence: 99%
“…(8), some degree of waviness in the l-independent central potential, and probably the tensor interaction, that we extract. The oscillatory features that are evident on the small components of the potential can be understood in terms of the previously mentioned fact that strongly l-dependent potentials, whether parity dependent or having other forms of l dependence, can be represented by l-independent potentials having oscillatory or other nonregular shapes [18,19]. In Fig.…”
Section: A Inversion Of the S Matrix S J Ll For D + 40 Camentioning
confidence: 81%
“…In particular, we know that the inversion of an S matrix generated by an l-dependent local potential yields, in general, a potential with oscillatory features [18,19]. Hence, wavy potentials, as found for the J -weighted case, may reflect genuine dynamics corresponding to an underlying l-dependent DPP.…”
Section: A Inversion Of the S Matrix S J Ll For D + 40 Camentioning
confidence: 91%
“…A problem occurs in establishing parity dependence: S l that originates from the parity-dependent potential can always be fitted, by S l → V (r) inversion [6], with an l-independent potential. In the α plus 20 Ne case the l-independent potential was found [70], in spite of the smallness of the Majorana term, to be markedly undulatory and would not have been discovered by standard fitting of the elastic scattering angular distributions.…”
Section: G the Contribution Of Knock-on Exchangementioning
confidence: 88%