It is the first application to nuclear physics from energy-density functional method, for which Professor Walter Kohn received the Nobel Prize in Chemistry. The book presents a comprehensive extension of the Bohr-Wheeler theory with the present knowledge of nuclear density distribution function.
It is the first application to nuclear physics from energy-density functional method, for which Professor Walter Kohn received the Nobel Prize in Chemistry. The book presents a comprehensive extension of the Bohr-Wheeler theory with the present knowledge of nuclear density distribution function.
A Summary of Observed Data and Pre-Amble.- Energy-Density Functional Formalism and Nuclear Masses.- The Decay Process, Fission Barrier, Half-Lives, and Mass Distributions in the Energy-Density-Functional Approach.- Spontaneous Fission Half-Lives of Fermium and Super-Heavy Elements.- Empirical Barrier and Spontaneous Fission.- Induced Fission.- Hot and Cold Fission.- Isomer Fission.- Cluster Radioactivity.- The Relation Between the Asymptotic Kinetic Energy, and the Condition for the Existence of a Meta-Stable State.- The Expression for Half-Lives of Particles Tunneling Through the Barrier Shown in Fig. A. 2.- Diagonalization of the Coupled Set of Equations Describing Fission.
A Summary of Observed Data and Pre-Amble.- Energy-Density Functional Formalism and Nuclear Masses.- The Decay Process, Fission Barrier, Half-Lives, and Mass Distributions in the Energy-Density-Functional Approach.- Spontaneous Fission Half-Lives of Fermium and Super-Heavy Elements.- Empirical Barrier and Spontaneous Fission.- Induced Fission.- Hot and Cold Fission.- Isomer Fission.- Cluster Radioactivity.- The Relation Between the Asymptotic Kinetic Energy, and the Condition for the Existence of a Meta-Stable State.- The Expression for Half-Lives of Particles Tunneling Through the Barrier Shown in Fig. A. 2.- Diagonalization of the Coupled Set of Equations Describing Fission.
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