Application of the semiclassical method to polarization
- 1 January 1979
- journal article
- Published by EDP Sciences in Journal de Physique
- Vol. 40 (1) , 1-8
- https://doi.org/10.1051/jphys:019790040010100
Abstract
A formula is derived for the polarization in elastic scattering, based on the semiclassical approximation. The polarization is given by the sum of two terms, one proportional to the angle and one proportional to the derivative of the cross section. The relative magnitudes of the terms depend on the relative phase of the spin orbit potential with respect to the real potential. This is compared with quantum calculations for several cases. While not quantitatively accurate, the formula reproduces the qualitative behaviour of the polarization under a broad range of conditionsKeywords
This publication has 6 references indexed in Scilit:
- Semiclassical scattering theory with complex trajectories. I. Elastic wavesAnnals of Physics, 1976
- Solution of the Schrödinger equation in terms of classical pathsAnnals of Physics, 1974
- Semiclassical approximations in wave mechanicsReports on Progress in Physics, 1972
- Polarization and Differential Cross Section for Elastic Scattering of 40-MeV Protons. IIPhysical Review B, 1967
- On the polarization in elastic scatteringPhysics Letters, 1965
- Semiclassical description of scatteringAnnals of Physics, 1959