1998
DOI: 10.1103/physrevb.57.12506
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Positron states and annihilation characteristics at the (100), (110), and (111) surfaces of alkali metals

Abstract: In this paper we present results of theoretical studies of positron states and annihilation characteristics at the clean surfaces of alkali metals. Positron surface states and positron work functions have been computed for the ͑100͒, ͑110͒, and ͑111͒ surfaces of Li, Na, K, Rb, and Cs using the modified superimposed-atom method to account for discrete-lattice effects, and the results are compared with those obtained for the transition-metal surfaces. Stable positron surface states are found in all cases, with t… Show more

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Cited by 10 publications
(1 citation statement)
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“…For the interaction of the positron with the semi-infinite crystal, we first constructed a shape-unrestricted ground state potential V + tot as the sum of a Coulomb potential, which is the sign-reversed Coulomb potential V − coul ( r ) from the electron ground state calculation and an attractive positron-electron correlation potential V + corr ( r ). The latter was constructed similarly as described in detail in previous work [18,19], but based on the charge density ρ( r ) from our self-consistent FLAPW film calculation. Inside the solid, we employed, in local density approximation V + corr (ρ( r )), correlation energies of a positron in an electron gas of density ρ from a many-body calculation [20] in a convenient parametrized form [21].…”
Section: Single-particle Potentialsmentioning
confidence: 99%
“…For the interaction of the positron with the semi-infinite crystal, we first constructed a shape-unrestricted ground state potential V + tot as the sum of a Coulomb potential, which is the sign-reversed Coulomb potential V − coul ( r ) from the electron ground state calculation and an attractive positron-electron correlation potential V + corr ( r ). The latter was constructed similarly as described in detail in previous work [18,19], but based on the charge density ρ( r ) from our self-consistent FLAPW film calculation. Inside the solid, we employed, in local density approximation V + corr (ρ( r )), correlation energies of a positron in an electron gas of density ρ from a many-body calculation [20] in a convenient parametrized form [21].…”
Section: Single-particle Potentialsmentioning
confidence: 99%