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R. Reed (1965)
SMALL-ANGLE MULTIPLE SCATTERING OF ELECTRONS AND POSITRONS AND COMPARISONS BETWEEN MOLIERE AND ROZENTAL SCREENINGPhysical Review, 138
B. Nigam, M. Sundaresan, Ta-you Wu (1959)
THEORY OF MULTIPLE SCATTERING: SECOND BORN APPROXIMATION AND CORRECTIONS TO MOLIERE'S WORKPhysical Review, 115
G. Molière (1947)
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D. Hartree, W. Hartree (1935)
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G. Molière (1948)
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D. Hartree, W. Hartree (1935)
Self-consistent field, with exchange, for berylliumProceedings of The Royal Society A: Mathematical, Physical and Engineering Sciences, 150
R. Dalitz (1951)
On higher Born approximations in potential scatteringProceedings of the Royal Society of London. Series A. Mathematical and Physical Sciences, 206
S. Mukherjee, S. Majumdar (1965)
Elastic Scattering of high Energy Electrons by NucleiAnnalen der Physik, 471
A. Hanson, L. Lanzl, E. Lyman, M. Scott (1951)
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H. Fleischmann (1960)
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K. Mitchell (1949)
XXXII. Tables of the function dy, with an Account of Some Properties of this and Related FunctionsPhilosophical Magazine Series 1, 40
S. Mukherjee (1967)
MULTIPLE SCATTERING OF HIGH-ENERGY DIRAC PARTICLES.Physical Review, 162
The multiple-scattering distribution function for high-energy electrons scattered from a beryllium foil has been calculated, following a method discussed in an earlier paper. Calculations were done with Thomas-Fermi as well as Hartree-Fock potentials for the beryllium atom. The results obtained with the Hartree-Fock potential were found to be in better agreement with the experimental results.
Physical Review – American Physical Society (APS)
Published: Mar 10, 1968
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