Reflection Symmetry and Fission Mass Ratios
James J. Griffin
Abstract
James J. Griffin
Abstract
It is shown that the collective potential energy surfaces for rapid deformations leading to nuclear scission favor asymmetric mass division. A "walk-run" fission process is proposed, in which a slow deformation to the saddle-point shape is appropriately described by the liquid-drop model, and a rapid collective deformation then carriers the nucleus from saddle point to scission. The most probable mass ratio decreases with decreasing $\frac{{Z}^{2}}{A}$, in qualitative agreement with empirical fact.
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It is shown that the collective potential energy surfaces for rapid deformations leading to nuclear scission favor asymmetric mass division. A "walk-run" fission process is proposed, in which a slow deformation to the saddle-point shape is appropriately described by the liquid-drop model, and a rapid collective deformation then carriers the nucleus from saddle point to scission. The most probable mass ratio decreases with decreasing $\frac{{Z}^{2}}{A}$, in qualitative agreement with empirical fact.
Key concepts: Fission, Saddle point, Semi-empirical mass formula, Saddle, Physics, Reflection (computer programming), Nuclear fission, Nuclear physics