Physical Review A
Test of quasiclassical theories of redistribution in atomic collisions
Ronald James Bieniek
Abstract
The first numerical tests, for a real system, of the quasiclassical description of redistribution of polarized radiation through atomic collisions are presented. Polarization results are reported for red-wing redistribution of Sr${(}^{1}$${\mathrm{S}}_{0}$\ensuremath{\rightarrow}${\mathrm{}}^{1}$${\mathrm{P}}_{1}$) in the presence of Ar colliders. They compare favorably to recent quantal, nonadiabatic computations. It is shown that the effects of bent trajectories are important. Modified quasiclassical formulas to account for some of these are presented and tested. The results indicate that quasiclassical analysis can be used to probe the transformation from molecular to atomic states as atoms separate in a half-collision.