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Band structure of doubly-odd Tc and Rh isotopes

机译:双奇TC和RH同位素的带结构

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The △I = 1 doublet bands built on the vh_(11/2) πg_(9/2) configuration for the doublyodd Tc and Rh isotopes are investigated within the framework of a simple model, the quadrupole coupling model (QCM) [1,2]. In the model, a system of one neutron in the orbital iy and one proton in the orbital in is specified as the state , where L is the angular momentum of the two particle state. The collective-core state is denoted as , where R indicates the angular momentum of the core state. A total wave function of any doubly-odd nucleus is written as a product of the collective-core state and two particle state, where I is the total spin. The model Hamiltonian employed in the present calculation consists of the Hamiltonian of the collective core and the quadrupole-quadrupole interactions between the collective core, the neutron, and the proton.
机译:在简单模型的框架内研究了在VH_(11/2)πg_(9/2)配置上构建的vh_(11/2)πg_(9/2)配置的双峰频带,在简单模型的框架内,四极耦合模型(qcm)[1, 2]。在该模型中,在轨道IY中的一个中子和轨道中的一个质子的系统被指定为状态,其中L是两个颗粒状态的角动量。集体核心状态表示为,其中R表示核心状态的角动量。任何双奇核核的总波形函数被写为集体核心状态和两个颗粒状态的产物,其中我是总旋转。本计算中使用的模型汉密尔顿人包括集体核心的Hamiltonian和集体核心,中子和质子之间的四极轴 - 四极相互作用。

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