Theory of semiclassical transition probabilities for inelastic and reactive collisions. IV. Classically-inaccessible transitions calculated by integration along complex-valued trajectories

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Abstract

We calculate semiclassical S-matrix elements Smn by numerical integration along complex-valued trajectories, by avoiding (simply) previously reported trajectory divergences. Now, one can numerically calculate even {divides}Smn{divides} ≈ 10-11 for the Secrest-Johnson system (their lowest {divides}Smn{divides}2), instead of only {divides}Smn{divides}2 > 10-3. Agreement is excellent. © 1972.

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Stine, J., & Marcus, R. A. (1972). Theory of semiclassical transition probabilities for inelastic and reactive collisions. IV. Classically-inaccessible transitions calculated by integration along complex-valued trajectories. Chemical Physics Letters, 15(4), 536–544. https://doi.org/10.1016/0009-2614(72)80366-X

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