Electron-Scattering Study of Nuclear Levels in Cobalt, Nickel, Lead, and Bismuth

H. Crannell, R. Helm, H. Kendall, J. Oeser, and M. Yearian
Phys. Rev. 123, 923 – Published 1 August 1961
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Abstract

We have observed inelastic scattering of 183-Mev electrons through angles of 40°-90° in the laboratory, leading to excitation of discrete nuclear excited states in Ni58, Co59, Pb208, and Bi209. The excitation energies were below 8 Mev. Born-approximation analysis of the measured inelastic form factors was used to deduce the multipolarities λ (when not previously known), and, by extrapolation, the transition rates for 15 corresponding gamma transitions. A number of groups of electric transitions for λ=2, 3, and 4 were observed, each group having strikingly similar form factors. In all but one of these groups the ratios G of the observed gamma transition rates to the single-particle predictions were greater than 15, and for some transitions from 30 to over 100. One of the groups, in cobalt and the nickels, contains the 1.33-Mev E2 transition to the first excited state of Ni60. Another group consists of fast E3 transitions, seen in all five nuclei, from states known as the "anomalous levels." They included the transition to the first excited state in Pb208 (G=31) and a transition in Bi209 identical in energy and form factor. Among three slow E4 transitions in cobalt and the nickels was the 2.50-Mev 4+0+ transition in Ni60. The E4, E3, and an E2 transition in Co59 identify states analogous to the 4+, 3, and 2+ seen in the neighboring even-even nuclei. The last two transitions are strongly enhanced. A pair of fast 4.30-Mev E4 transitions was observed in Pb208 and Bi209; their speed (G=37) indicates they may constitute the lowest-energy configuration of 16-pole mode of excitation of the nuclear surface. Values of the collective vibrational parameters Cλ and Bλ and the degree to which some of the transitions exhaust ordinary sum rules support the conclusion that the inelastic scattering process is strongly exciting nuclear collective excitations. Some of the observed results are expected on the basis of the theory of collective vibrational excited states; some are the consequence of unidentified configurations.

  • Received 24 March 1961

DOI:https://doi.org/10.1103/PhysRev.123.923

©1961 American Physical Society

Authors & Affiliations

H. Crannell, R. Helm, H. Kendall, J. Oeser, and M. Yearian

  • High-Energy Physics Laboratory, Stanford University, Stanford, California

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Issue

Vol. 123, Iss. 3 — August 1961

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