The present pal,cr discusses the effect on accuracy of eigenvalue by the de
gree of discretization at the cell boundary within the framework of the mul
tiband-CCCP, a combination of the multiband method and the CCCP method. A s
tudy oil sensitivity of discretization has been done concerning the depende
nce of surface flux distribution in space and angular domain, or interface
currents. It is found that appropriate discretization with more than five f
or both uf segments and sectors is required to accurately calculate effecti
ve cross sections and eigenvalue in the multiband-CCCP method. However, in
practice, discretization schemes with one segment and several sectors can b
e employed with some biases on eigenvalue.
The distribution of surface flux at the boundary of a typical PWR-MOX cell
has been studied. It is found that discontinuity and strong angular depende
nce in the distribution of surface flux on the off-centered segments have l
arge influence in the multiband-CCCP method. An improved scheme of angular
discretization has been examined for the feasibility to retain calculation
accuracy with less degree of discretization in angular domain.