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ANGULAR-MOMENTUM PROJECTION OF CRANKED
SYMMETRY-UNRESTRICTED SLATER DETERMINANTS

H. ZDUNCZUK, J. DOBACZEWSKI, and W. SATUA

Abstract:

We report on development of a new feature of the code HFODD, allowing for the angular-momentum projection of cranked symmetry-unrestricted Slater determinants. After a brief overview of the main theoretical building blocks and formalism, we present several preliminary applications. In particular, we discuss the case of a well-deformed rotational band in $^{156}$Gd, and we show the emergence of uncompensated poles in the overlap kernels calculated in an odd-$A$ nucleus $^{155}$Eu.





Jacek Dobaczewski 2006-10-30