Journal of Applied Physics · 1991 · 14 citations · 14 references
EngineeringElectron DiffractionElastic ScatteringElectron SpectroscopyOptical PropertiesTotal Cross SectionElastic DifferentialCadmium AtomsComputational ElectromagneticsBound ZincMaterials SciencePhysicsAtomic PhysicsQuantum ChemistryRadial Wave EquationNatural SciencesApplied PhysicsCondensed Matter PhysicsWave ScatteringLight Scattering
Elastic differential and total cross sections are presented for electron scattering by zinc and cadmium using the optical model. The cross sections are determined for scattering by free atoms and by atoms bound in a solid. The phase shifts are obtained from solutions to the reduced radial wave equation based on an optical potential consisting of static, polarization, and exchange terms. Electron energies from 12.5 to 200 eV are considered. Differences in the total cross section from using two different forms of the exchange potential are examined. A simple parametric fit of the total cross section which is suitable for Monte Carlo applications is given.
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<i>Quantum Collision Theory</i>
J. C. Joachain, L. David Roper · Physics Today · 1976 · 955 citations
Quantum Science, L. David Roper, Experimental Nuclear Physics +15
Analytical Dirac-Hartree-Fock-Slater screening function for atoms (Z=1–92)
F. Salvat, J. D. Mart̆nez, R. Mayol et al. · Physical review. A, General physics · 1987 · 412 citations · Full text