2013
DOI: 10.1103/physrevc.87.044330
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Damping of high-energy particle-hole-type nuclear excitations: A semimicroscopic model

Abstract: Abstract.A semi-microscopic model (particle-hole dispersive optical model) is formulated to describe the main relaxation modes of high-energy particle-hole-type excitations in medium-heavy mass nuclei. Within this model Landau damping and the single-particle continuum are considered microscopically, while the spreading effect is treated phenomenologically with taking a statistical assumption into account. Description of directnucleon-decay properties of the above-mentioned excitations (including giant resonanc… Show more

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Cited by 21 publications
(56 citation statements)
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“…Being the phenomenological quantity, the imaginary part of the mentioned strength, W(ω), determines the real part, P(ω), via the proper dispersive relationship [3,10]. The comments to derivation of the basic expression (2) are the following [3]. To realize the abovementioned statistical assumption, we start from the integral equation for the non-local (non-averaged) "free" p-h Green function A 0 (x, x 1 ; x , x 1 ; ω):…”
Section: Basic Relationships (Schematically)mentioning
confidence: 99%
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“…Being the phenomenological quantity, the imaginary part of the mentioned strength, W(ω), determines the real part, P(ω), via the proper dispersive relationship [3,10]. The comments to derivation of the basic expression (2) are the following [3]. To realize the abovementioned statistical assumption, we start from the integral equation for the non-local (non-averaged) "free" p-h Green function A 0 (x, x 1 ; x , x 1 ; ω):…”
Section: Basic Relationships (Schematically)mentioning
confidence: 99%
“…(It is supposed, that the spreading effect appears at a finite excitation energy ω min = ∆). The dispersive relationship is properly adopted [3,10].…”
Section: Basic Relationships (Schematically)mentioning
confidence: 99%
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“…In the present work we use the particle-hole dispersive optical model (PHDOM) developed recently [3] to describe in a semi-microscopic way, and in average over the energy, some properties of high-energy isoscalar monopole (p-h)-type excitations in 208 Pb. The other aim of this study is to examine from a microscopic point of view the applicability of the quasiclassical collective model transition densities of the ISGMR and its overtone (ISGMR2) to the description of these resonances.…”
Section: Introductionmentioning
confidence: 99%