1968Physical Review LettersRequires access

Reflection Symmetry and Fission Mass Ratios

James J. Griffin

Open publisher page 7 citations

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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What this paper is about

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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Available 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.

Key concepts: Fission, Saddle point, Semi-empirical mass formula, Saddle, Physics, Reflection (computer programming), Nuclear fission, Nuclear physics

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