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AbstractAbstract
[en] We have calculated the energy loss of 4He ions in a number of elemental and rare-gas solids in the energy range from 0.4 to 4.0 MeV. The calculations are based on the Lindhard-Winther energy-loss formalism and use solid-state charge densities for the target atoms. Stopping cross sections epsilon/sub alpha/ are presented as a function of projectile energy and are compared with the Hartreee-Fock-Slater isolated-atom calculations and semiempirical cross sections. It is found that the solid-state charge densities generally produce a somewhat better energy dependence than the atomic charge densities but that neither produces an adequate fit in the low-energy region. In particular, solid-state effects of Ne and Ar lead to a 4--10% increase over the atomic calculations
Original Title
Z = 10 to 41, 0.4 to 4 MeV
Primary Subject
Record Type
Journal Article
Journal
Journal of Applied Physics; v. 46(7); p. 2817-2820
Country of publication
ALUMINIUM, ARGON, CALCIUM, CHARGED-PARTICLE TRANSPORT, CHROMIUM, COPPER, CROSS SECTIONS, ENERGY DEPENDENCE, ENERGY LOSSES, HARTREE-FOCK METHOD, HELIUM 4, HELIUM IONS, IRON, KEV RANGE 100-1000, MEV RANGE 01-10, NEON, NICKEL, NIOBIUM, RUBIDIUM, SLATER METHOD, SOLIDS, STOPPING POWER, STRONTIUM, ZIRCONIUM
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