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The first excited state of 16O and strongly deformed excited states in nuclei having spherical ground states

✍ Scribed by J. Hayward


Publisher
Elsevier Science
Year
1966
Weight
955 KB
Volume
81
Category
Article
ISSN
0029-5582

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✦ Synopsis


We have calculated the energies of a number of states in tsO and 180, as functions of the deformation of the nucleus. We used the anisotropic h.o. single-particle Hamiltonian and a Gaussian two-body interaction. Our results were very sensitive to the exchange mixture. Using the Gillet mixture a four-particle excited, strongly deformed, wave function is a good description of the 6.06 MeV state in aeO, although it probably contains rather too much collective motion. With the Soper mixture this state is not explained in our simple model since neither the two-nor the four-particle excited states have a sufficiently low energy and there is not a great deal of mixing between them. The two-particle excited state of 180 also comes down very low if we use the Gillet mixture, and deform, but not if we use the Soper mixture.

In general, strong exchange mixtures increase the energy gain on deformation and the position of the equilibrium deformation.


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Alpha half lives, branching ratios and hindrance factors of even-even nuclei in the range 78 Z 102 from ground state to ground state and ground state to excited states of daughter nuclei are computed using the Coulomb and proximity potential model for deformed nuclei (CPPMDN). The computed half life