Eulerian Rotations of Slater Determinants on a 3-D Cartesian Lattice

Details Eulerian Rotations of Slater Determinants on a 3-D Cartesian Lattice Eulerian Rotations of Slater Determinants on a 3-D Cartesian Lattice

2009-04-03

arxiv.org/abs/0904.0598v1

Physics

Nuclear Physics

Nuclear Theory

5 Pages, 4 tables

Scientific paper

We discuss three practical methods for performing Eulerian rotations of Slater determinants in a three-dimensional Cartesian geometry. In addition to the straightforward application of the active form of the quantum mechanical rotation operator, we introduce two methods using a passive position-space rotation followed by an active spin-space rotation, one after variation and the other before variation. For increased numerical accuracy, the computations are done using basis-spline functions.

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