Abstract
On the basis of rate equations we have theoretically analyzed all optical pumping schemes, which arise from the rare gas transitionsR(np 5(n+1)s,J i =0, 2) toR(np 5(n+1)p,J f =1, 2, 3) for linearly, circularly and unpolarized light propagating in one direction. Analytical formulae are given for the time-averaged or steady state populations of the magnetic substates and their state multipoles, as a function of the partial decay rateA fi , the natural lifetime τ of the upper level, and the laser induced pumping rateb. Numerical values of these quantities are presented for the case of actual interestR=Ne.
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