Geometrical Relationships of Macroscopic Nuclear Physics

作者: Rainer W. Hasse , William D. Myers

DOI:

关键词: Series (mathematics)Binding energyNuclear reactionSemi-empirical mass formulaAtomic nucleusBohr modelField (physics)BibliographyPhysicsNuclear physics

摘要: The aim of this book is to provide a single reference source for the wealth geometrical formulae and relationships that have proven useful in descrip tion atomic nuclei nuclear processes. While many sections may be students instructors it not text but rather experimentalists theoreticians working field. In addition authors avoided critical assessment material presented except, course, by variations emphasis. whole field macroscopic (or Liquid Drop Model) physics has its origins such early works as [Weizsacker 35] [Bohr 39]. It continued grow because success explaining collective excitations 52] fission (see series papers culminating [Cohen 62]). These develop ments correspond first maximum histogram below, showing distribution year articles cited our Bibliography. After Model had been worked out some detail development Struti nsky approach [Strutinsky 68] (which associates particle contributions binding energy with shape nucleus) gave new life growth interest heavy-ion reaction studies also contributed."

参考文章(8)
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William D. Myers, Droplet Model of Atomic Nuclei ,(1977)
C. F. Curtiss, J. O. Hirschfelder, R. B. Bird, Molecular theory of gases and liquids ,(1954)
John C. Slater, William F. Meggers, Quantum Theory of Atomic Structure ,(1960)
Aage Bohr, Ben R. Mottelson, G. Breit, Nuclear Structure, Vol. 1 Physics Today. ,vol. 23, pp. 58- 60 ,(1970) , 10.1063/1.3022342
P. Ring, P. Schuck, M. R. Strayer, The Nuclear Many-body Problem ,(1980)
M. A. Preston, Physics of the Nucleus. ,(1962)
S. Chandrasekhar, The Oscillations of a Viscous Liquid Globe Proceedings of the London Mathematical Society. ,vol. s3-9, pp. 141- 149 ,(1959) , 10.1112/PLMS/S3-9.1.141