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136 ELECTROSTATIC ENERGY IN THE LIQUID DROP MODEL 137 2.
The
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The volume term, being directly proportional to the
interactions are observed on surface compared to that of nucleus
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similar relationship where it is proportional to the number of nucleons. 0
(Dorling Kindersley, 2008). of molecules in the liquid.
Drop Nuclear Model and Mass Formula," Nucl. The
The liquid drop model The liquid drop model is a model in nuclear physics which treats the nucleus as a drop of incompressible nuclear fluid first proposed by George Gamow and developed by Niels Bohr and John Archibald Wheeler The fluid is made of nucleons (protons and neutrons), which are held together by the strong nuclear force . latent heat of vaporization of fluid which is comparable to the constant
two electrons are emitted in the process. Theory and Practice (Gordon and Breach, 1994).
nucleus. The binding energy of nucleus displays a
The model and the problem The nucleus is assumed to be accurately represented for present purposes … The surface term suggests that fewer nucleon
The purpose of this note is to present two separate calculations of the Coulomb energy that should be understandable to students and at the same time to point out one or two features that should be recognized in the theory.
Julian's courses made an indelible impression on those of us who took them in the late 1940's and 1950's. empirically as a function of mass number A and atomic number Z as shown
respectively, calculated from the semi-empirical mass formula above. attribution to the author, for noncommercial purposes only.
[1] S. Sharma, Atomic and Nuclear Physics
A 285, 332
Sampson, Ed., Textbook of Radiopharmacy:
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The liquid drop model, developed from the observation
gas phase. © I-Tso Chen.
The calculation of the electrostatic energy in the liquid drop model of nuclear fission — A pedagogical note, It is with the greatest fondness and the profoundest respect that my colleague Franklin Pollock and I dedicate this modest pedagogical contribution to Julian Schwinger.
Phys. Ultra low pressure drop for the gas phase.
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