双中微子双衰变核矩阵元素的高效QRPA计算

N. Hinohara
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引用次数: 1

摘要

提出了基于密度泛函线性响应的双伽莫夫-泰勒跃迁和双中微子双衰变核矩阵元的计算公式。矩阵单元在复能量平面上表示为双轮廓积分。为了证明该方法的可行性,对48Ca双伽莫-泰勒跃迁和2νββ衰变进行了实验计算。提出了基于密度泛函线性响应的双伽莫夫-泰勒跃迁和双中微子双衰变核矩阵元的计算公式。矩阵单元在复能量平面上表示为双轮廓积分。为了证明该方法的可行性,对48Ca双伽莫-泰勒跃迁和2νββ衰变进行了实验计算。
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Efficient QRPA calculation for two-neutrino double-beta decay nuclear matrix element
A formulation for calculating the double Gamow-Teller transition and two-neutrino double-beta decay nuclear matrix elements based on the linear response for nuclear density functional theory is presented. The matrix elements are expressed as double contour integration in the complex-energy plane. Test calculations for 48Ca double Gamow-Teller transition and 2νββ decay are performed in order to show the feasibility of this new approach.A formulation for calculating the double Gamow-Teller transition and two-neutrino double-beta decay nuclear matrix elements based on the linear response for nuclear density functional theory is presented. The matrix elements are expressed as double contour integration in the complex-energy plane. Test calculations for 48Ca double Gamow-Teller transition and 2νββ decay are performed in order to show the feasibility of this new approach.
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