论文标题
在$^{40,48} $ CA中的ISOVECTOR巨型偶极子共振的阻尼
Damping of the isovector giant dipole resonance in $^{40,48}$Ca
论文作者
论文摘要
在$ 0^\ circ $下观察到的双磁性核$^{40,48} $ ca中的等异源巨型偶极子共振(IVGDR)的精细结构用于研究为IVGDR腐烂宽度促成不同机制的作用。通过小波分析从精细结构中提取特征能量尺度。将实验量表与不同的理论方法进行了比较,从而允许将复杂的配置包括在平均场水平上。基于有效的Meson-交换相互作用,在RPA和Beyond RPA的框架中进行计算,并具有UCOM有效的相互作用,并且首次采用了MEDIUM INIMIUM IMEDIUM相似性renormalizatiation Renormalizatiation Renormalizatiation Renormalizatiation Renormalizatiation Renormalization Group,这是通过手性有效的野外理论实现的两加之外的三核电相互作用。所有模型都凸显了Landau碎片化对IVGDR阻尼的作用,而一个粒子孔(1p-1h)与两个粒子 - 两孔(2p-2h)相关(相对论)和非相关(非相关性)构型的相关性的差异导致其在范围内的范围,从而使其在范围内的范围非常不同相互作用。尤其是与粒子振动耦合的相对论方法,与从实验数据中提取的量表的数量和绝对值表示令人印象深刻的一致性。
The fine structure of the IsoVector Giant Dipole Resonance (IVGDR) in the doubly-magic nuclei $^{40,48}$Ca observed in inelastic proton scattering experiments under $0^\circ$ is used to investigate the role of different mechanisms contributing to the IVGDR decay width. Characteristic energy scales are extracted from the fine structure by means of wavelet analysis. The experimental scales are compared to different theoretical approaches allowing for the inclusion of complex configurations beyond the mean-field level. Calculations are performed in the framework of RPA and beyond-RPA in a relativistic approach based on an effective meson-exchange interaction, with the UCOM effective interaction and, for the first time, with realistic two- plus three-nucleon interactions from chiral effective field theory employing the in-medium similarity renormalization group. All models highlight the role of Landau fragmentation for the damping of the IVGDR, while the differences in the coupling strength between one particle-one hole (1p-1h) and two particle-two hole (2p-2h) correlated (relativistic) and non-correlated (non-relativistic) configurations lead to very different pictures of the importance of the spreading width resulting in wavelet scales being a sensitive measure of their interplay. The relativistic approach with particle-vibration coupling, in particular, shows impressive agreement with the number and absolute values of the scales extracted from the experimental data.