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Introduction to the Theory of Heavy-Ion Collisions [electronic resource] / by Wolfgang Nörenberg, Hans A. Weidenmüller.

By: Contributor(s): Material type: TextTextSeries: Lecture Notes in Physics ; 51Publisher: Berlin, Heidelberg : Springer Berlin Heidelberg : Imprint: Springer, 1976Description: IX, 277 p. online resourceContent type:
  • text
Media type:
  • computer
Carrier type:
  • online resource
ISBN:
  • 9783540382713
Subject(s): Additional physical formats: Printed edition:: No title; Printed edition:: No titleDDC classification:
  • 530 23
LOC classification:
  • QC1-75
Online resources:
Contents:
1. Introduction -- 2. Classical theory of HI collisions -- 3. Gross properties of HI reactions. Compound-nucleus formation -- 4. Some elements of nuclear scattering theory -- 5. Elastic scattering -- 6. Coulomb excitation -- 7. Inelastic scattering and transfer reactions -- 8. Statistical theory -- 9. Atomic effects in ion-atom collisions.
In: Springer eBooksSummary: With the advent of heavy-ion reactions, nuclear physics has acquired a new frontier. The new heavy-ion sources operating at electrostatic accelerators and the high-energy experiments performed at Berkeley, Dubna, Manchester and Orsay, have opened up the field, and have shown us impressive new prospects. The new accelerators now under construction at Berlin, Daresbury and Darmstadt, as well as those under consideration (GANIL, Oak Ridge, etc. ) are expected to add significantly to our knowledge and understanding of nuclear properties. This applies not only to such exotic topics as the existence and lifetimes of superheavy elements, or the possibil­ ity of shock waves in nuclei, but also to such more mundane issues as high-spin states, new regions of deformed nuclei and friction forces. The field promises not only to produce a rich variety of interesting phenomena, but also to have wide-spread theoretical implications. Heavy-ion reactions are characterized by the large masses of the fragments, as well as the high total energy and the large total angular momentum typically involved in the collision. A purely quantum-mechanical description of such a collision process may be too complicated to be either possible or inter­ esting. We expect and, in some cases,know that the classical limit, the limit of geometrical optics, a quantum-statistical or a hydrodynamical description correctly account for typical features.
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1. Introduction -- 2. Classical theory of HI collisions -- 3. Gross properties of HI reactions. Compound-nucleus formation -- 4. Some elements of nuclear scattering theory -- 5. Elastic scattering -- 6. Coulomb excitation -- 7. Inelastic scattering and transfer reactions -- 8. Statistical theory -- 9. Atomic effects in ion-atom collisions.

With the advent of heavy-ion reactions, nuclear physics has acquired a new frontier. The new heavy-ion sources operating at electrostatic accelerators and the high-energy experiments performed at Berkeley, Dubna, Manchester and Orsay, have opened up the field, and have shown us impressive new prospects. The new accelerators now under construction at Berlin, Daresbury and Darmstadt, as well as those under consideration (GANIL, Oak Ridge, etc. ) are expected to add significantly to our knowledge and understanding of nuclear properties. This applies not only to such exotic topics as the existence and lifetimes of superheavy elements, or the possibil­ ity of shock waves in nuclei, but also to such more mundane issues as high-spin states, new regions of deformed nuclei and friction forces. The field promises not only to produce a rich variety of interesting phenomena, but also to have wide-spread theoretical implications. Heavy-ion reactions are characterized by the large masses of the fragments, as well as the high total energy and the large total angular momentum typically involved in the collision. A purely quantum-mechanical description of such a collision process may be too complicated to be either possible or inter­ esting. We expect and, in some cases,know that the classical limit, the limit of geometrical optics, a quantum-statistical or a hydrodynamical description correctly account for typical features.

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