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Calculating Matrix Elements of Slater-Determinant Wave Functions in the Cluster Model

机译:计算群集模型中slater-Determinant波函数的矩阵元

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This report is concerned with the calculation of matrix elements of Slater-determinant wave functions. These matrix elements are the basic input to any calculation with the Generator Coordinate Method (GCM). The main emphasis lies upon the projection of angular momentum and parity. The projection method is an analytical one making extensive use of Racah algebra and leads to closed expressions of these matrix elements in terms of 3-j, 6-j and 9-j symbols. It is shown that matrix elements of the kinetic energy operator may be obtained in a simple way from those of the normalization. The spurious contribution of the kinetic energy operator to the center-of-mass energy is eliminated by projecting the linear momentum of the states. (ERA citation 07:063761)

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