Extension of Belyaev-Zelivinski method of rotation as intrinsic nuclear excitation

<p>The method of Belyaev and Zelevinski for handling the rotational collective states of deformed nuclei has been extended. It is shown how a [J(J+1)]² term naturally occurs in the energy spectrum of a rotational band for even-even nuclei. This is accomplished by modifying the assumption that Belyaev and Zelevinski imposed on their |n> states. This leads to a definite relationship between the coefficient of the J(J+1) and [J(J+1)]² terms in the energy spectrum. This technique is applied to a single isolated j-level and to an arbitrary level scheme.</p>

Name thesis:degree_name

Doctor of Philosophy (PhD)

Level thesis:degree_level

Dissertation

Discipline thesis:degree_discipline

Physics

Year

1973

Author dc:creator

• Gray, Jeffrey W.

Contributors dc:contributor

• Newton Greenberg
• Sol Raboy
• Tsu-ming Wu

• Nuclear excitation
• Belyaev-Zelivinski method
• Physics

Repository record dc:identifier

https://orb.binghamton.edu/dissertation_and_theses/192

OAI identifier oai:identifier

oai:orb.binghamton.edu:dissertation_and_theses-1198