Abstract
A statistical method is used to derive an exact formula for the state density for a fixed number of particles and holes in the equidistant spacing model (ESM). The exact numerical value of the Pauli correction and the analytical formula for the state density are obtained. A way to take into account pairing correlations in the new formula, using Kalbach's method, is proposed.
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Griffin, J.J.: Phys. Rev. Lett.17, 418 (1966)
Cline, C.K., Blann, M.: Nucl. Phys. A172, 225 (1971)
Kalbach, C.: Z. Phys. A — Atoms and Nuclei283, 401 (1977)
Blann, M.: Phys. Rev. Lett.28, 757 (1972); Nucl. Phys. A213, 570 (1973)
Feshbach, H., Kerman, A., Koonin, S.: Ann. Phys. (NY)125, 429 (1980)
Feshbach, H.: Ann. Phys. (NY)159, 150 (1985)
Bonetti, R., Colli-Milazzo, L., De Rosa, A. et al.: Phys. Rev. C21, 816 (1980)
Kalka, H., Seeliger, D., Zhivopistzev, F.A.: Z. Phys. A — Atomic Nuclei329, 331 (1988)
Bloch, C.: Phys. Rev.93, 1094 (1954)
Ericson, T.: Adv. Phys.9, 425 (1960)
Williams, F.C.: Nucl. Phys. A166, 231 (1971)
Kalbach, C.: BNL-NCS-51694, p.113 (1983)
Meneses, A.: BNL-NCS-51694 (1983)
Fu, C.Y.: Nucl. Sci Eng.86, 344 (1984)
Kalbach, C.: Nucl. Sci Eng.95, 70 (1987)
Zhang Jing Shang, Yang Xian Jun: Z. Phys. A — Atomic Nuclei329, 69 (1988)
REDUCE user's manual. Hearn, A.C. (ed.) Rand 1985
Capote, R., Herrera, E., Lopez, R., Osorio, V., Kabin, E.: Neutronnaya Fizika p. 107 (1988); Proceedings of Neutron Physics International Conference, Kiev, USSR, 1987
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Baguer, N., Capote, R. & Pedrosa, R. Exact formulation of particle-hole state densities in the equidistant spacing model with pauli and pairing corrections. Z. Physik A - Atomic Nuclei 334, 397–402 (1989). https://doi.org/10.1007/BF01294745
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DOI: https://doi.org/10.1007/BF01294745