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- W2290423418 abstract "The nuclear drop model is reviewed in connection with shape oscillations, neglecting compressibility effects. The zero-point fluctuations were then studied by calculating the root-mean-square (rms) radius of these oscillations and comparing it with the rms radii of some given mass distributions with diffuse boundary. A cutoff, analogous to the Debye cutoff in the continuum theory of specific heats of solids, was made in such a way that the number of collective degrees of freedom was equal to the number of particles in the surface. It was found that the surface thickness, as usually defined, is roughly independent of mass number, in agreement with the observed behavior as derived from the Stanford high-energy electron scattering experiments. This result suggested the collective nature of the effect. (M.C.G.)" @default.
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- W2290423418 date "1963-09-30" @default.
- W2290423418 modified "2023-09-27" @default.
- W2290423418 title "ZERO-POINT OSCILLATIONS IN THE NUCLEAR DROP MODEL" @default.
- W2290423418 hasPublicationYear "1963" @default.
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