Generating Matrix Elements of the Hamiltonian of the Algebraic Version of Resonating Group Method on Intrinsic Wave Functions with Various Oscillator Lengths

摘要

The receipts to calculate the generating matrix elements of the algebraic version of resonating group method (RGM) are given for two- and three-cluster nucleon systems, the center of mass motion being separeted exactly. For the Hamiltonian with Gaussian nucleon-nucleon potential dependence the generating matrix elements of the RGM algebraic version can be written down explictly if matrix elements of the corresponding system on wave functions of the Brink cluster model are known. 8 refs. (Atomindex citation 18:003096)