By J. A. Wheeler (auth.), Walter H. Johnson Jr. (eds.)
The moment foreign convention on Nuclidic lots used to be held in Vienna, Austria, July 15-19, 1963, utilizing amenities of the foreign Atomic power company. This used to be the 3rd convention within the basic sector of nuclidic plenty in recent times. the 1st, a symposium held on the Max Planck Institut fur Chemie in 1956, used to be foreign in personality yet no longer in identify. the 1st foreign convention on Nuclidic plenty was once held at McMaster collage in September of 1960 at the side of and soon after the assembly of the final meeting of the overseas Union of natural and utilized Physics and the Kingston convention on Nuclear constitution. the second one overseas convention on Nuclidic lots was once held lower than the sponsorship of the overseas Union of natural and utilized Physics and the Nuclear technology Committee of the nationwide Academy of Sciences-National examine Council of the USA. monetary aid for the convention got here from the United international locations academic, medical, and Cultural association. The convention committee was once made of the next members: Chairman: J. H. E. MATTAUCH basic Secretary: H. E. DUCKWORTH neighborhood Secretary: F. P. VIEHBOCK w. W. BUECHNER B. GROSS E. R. COHEN M. J. HIGATSBERGER A. DE SHALIT A. O. C. NIER J. W. M. DuMoND H. H. STAUB B. S. DZHELEPOV D. M. VAN PATTER A. H.
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Extra resources for Nuclidic Masses: Proceedings of the Second International Conference on Nuclidic Masses, Vienna, Austria July 15–19, 1963
GAMOW, Structure of Atomic Nuclei. Oxford: Oxford University Press. 1937. 9 CORYELL, Ann. Rev. Nucl. Sci. 2, 305 (1953). 10 PERLMAN, GHIORSO, and SEABORG, Phys. Rev. 77, 26 (1950). 11 WAY and WOOD, Phys. Rev. 94, 119 (1954). 12 ZELDES, GRONAU, and LEV, in preparation. 13 ZELDES, Nuclear Phys. 7, 27 (1958). A qualitative derivation of this formula was given at the Hamilton Conference 14. 14 ZELDES, Proceedings of the Hamilton International Conference on Nuclidic Masses. Toronto: University of Toronto Press.
8a) which can be transformed by simplifying brackets into the form 1Xn(b - n) + fJn 2(b - n)2 + ... +1Xn(b-n)+fJn2(b-n)2+ ... ]. (8b) The first line is similar to (6a), which is thus common to all four types of nuclei. The second line is an extra term valid for odd-N nuclei only, and will thus combine with the neutron pairing energy to give the separation distance b n between the odd-N and even-N surfaces. Its form is just the form needed to account for the empirical humps of Fig. 11. The proton humps of Fig.
SCHRIEFFER, Nuclear Phys. 35, 363 (1952). S. T. BELIAEv, Dan. Vid. Selsk. 31, No. 11, 5 (1959). - KISSLINGER and SORENSEN, Dan. Vid. Selsk. 9 (1960). A New Nuclidic Mass Law By H. Kiimmel* Oklahoma State Univ3raity, Stillwater, Oklahoma, USA, J. Mattauch and W. Thiele Max-Planck-Institut fUr Chemie (Otto-Hahn-Institut), Mainz, Germany and A. H. Wapstra Instituut voor Kernphysisch Onderzoek, Amsterdam, The Netherlands (Pre3ented by H. KUlIIMEL) With 7 Figures I. Introduction This is one of three talks about the same subject.
Nuclidic Masses: Proceedings of the Second International Conference on Nuclidic Masses, Vienna, Austria July 15–19, 1963 by J. A. Wheeler (auth.), Walter H. Johnson Jr. (eds.)