Expansion of the classical differential cross section in a Fourier series
Author:
Publisher
AIP Publishing
Subject
Physical and Theoretical Chemistry,General Physics and Astronomy
Link
http://aip.scitation.org/doi/pdf/10.1063/1.442362
Reference9 articles.
1. Importance sampling and histogrammic representations of reactivity functions and product distributions in Monte Carlo quasiclassical trajectory calculations
2. Importance sampling and histogrammic representations of reactivity functions and product distributions in Monte Carlo quasiclassical trajectory calculations
3. Legendre moment method for calculating differential scattering cross sections from classical trajectories with Monte Carlo initial conditions
4. Legendre moment method for calculating differential scattering cross sections from classical trajectories with Monte Carlo initial conditions
5. Expansion of differential cross sections determined from classical trajectory studies in a series of legendre polynomials
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3. The geometric phase effect on differential cross sections in chemical reactions: a classical mechanical approach;Chemical Physics Letters;1998-06
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5. Comparison of classical and quantal calculations for the reaction O+H2(υ=0, J)→OH(υ′, J′)+H near threshold;The Journal of Chemical Physics;1996-12-15
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