Abstract
Using Cs atom zero-field wavefunctions from a kind of atomic potential model, and the mean value of -component of spin angular momentum in each Stark state, we numerically investigate the approximate good quantum numbers in Cs Stark states. Our results quantitatively confirm the concept that and , can be taken as the approximate good quantum numbers in two cases, except for some Stark states in a few special field points or ranges; however we also find that and , cannot be treated as the approximate good quantum numbers for these special Stark states.
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