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A SELFCONSISTENT SEMICLASSICAL SUM RULE APPROACH TO THE AVERAGE PROPERTIES OF GIANT RESONANCES

Li G, Guangyan Xu

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Abstract

The average energies of isovector giant resonances and the widths of isoscalar giant resonances are evaluated with the help of a selfconsistent semiclassical Sum rule approach. The comparison of the present results with experimental ones justifies the self consistent semi classical sum rule approach to the average properties of giant resonances.

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What this paper is about

The average energies of isovector giant resonances and the widths of isoscalar giant resonances are evaluated with the help of a selfconsistent semiclassical Sum rule approach. The comparison of the present results with experimental ones justifies the self consistent semi classical sum rule approach to the average properties of giant resonances.

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Available abstract

The average energies of isovector giant resonances and the widths of isoscalar giant resonances are evaluated with the help of a selfconsistent semiclassical Sum rule approach. The comparison of the present results with experimental ones justifies the self consistent semi classical sum rule approach to the average properties of giant resonances.

Key concepts: Isovector, Semiclassical physics, Isoscalar, Sum rule in quantum mechanics, Physics, Giant resonance, Resonance (particle physics), Quantum mechanics

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