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Asymptotic Behavior of Scattered Waves
American Journal of Physics, 1965The relation between the Fourier transform of a scattered wave and its asymptotic behavior at large distances from the scatterer is derived rigorously, and generalized to spaces of arbitrary dimension. Using this result, a simple derivation of the partial-wave expansion is given.
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Scattering of Electromagnetic Waves by Longitudinal Plasma Waves
The Physics of Fluids, 1960It is shown that Bragg reflection of electromagnetic waves from plasma oscillations is possible. The wave equation for the electromagnetic field passing through a medium of plasma waves is derived, and it is found to be similar to that of Brillouin for a wave in a medium of variable dielectric constant.
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Wave operators in multichannel scattering
Il Nuovo Cimento, 1959Some important consequences of, and conditions for, the convergence to the wave operators in the case of multichannel scattering are derived. The convergence for the typical multichannel systems with quadratically integrable interactions is demonstrated. (C.J.G.)
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Dirac Scattered Wave Calculations
1984The self-consistent-field-Xα-Dirac-scattered wave (SCF-Xα-DSW) method is briefly reviewed. The method treats relativistic effects fully within the one-electron local exchange framework. Examples of DSW results illustrate the versatility of the method, and its potential impact on studies of transition metal complexes and surfaces.
Cary Y. Yang, David A. Case
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