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Momentum distributions in positron annihilation with tightly bound electrons in Al

Autorzy
Treść / Zawartość
Identyfikatory
Warianty tytułu
Konferencja
Proceedings of the 40th Polish Seminar on Positron Annihilation PSPA'2012, 13-14 June 2012, Kazimierz Dolny, Poland
Języki publikacji
EN
Abstrakty
EN
An approach based on Carbotte, Salvadori and Chiba two-body schemes for calculation of electron-positron (e-p) momentum densities ro(p) for core electrons in solids is developed. The approach allows to avoid such common approximations as the local density approximation (LDA) etc. in determination of ro(p) of deeper atomic shells and reduces the contribution to ro(p) for higher momenta. Thus, the final calculations of the Doppler spectra of annihilation radiation yield lower values for greater momenta than those obtained within the LDA scheme. The exemplary calculations for Al are presented.
Słowa kluczowe
Czasopismo
Rocznik
Strony
211--214
Opis fizyczny
BIbliogr. 22 poz., rys.
Twórcy
autor
  • Opole University, Institute of Physics, 48 Oleska Str., 45-052 Opole, Poland, Tel.: +48 77 452 7250, Fax: +48 77 452 7290, e.boronski@uni.opole.pl
Bibliografia
  • 1. Alatalo M, Barbiellini B, Hakala M et al. (1996) Theoretical and experimental study of positron annihilation with core electrons in solids. Phys Rev B 54:2397–2409
  • 2. Barbiellini B, Hakala M, Puska MJ, Nieminen RM, Manuel AA (1997) Correlation effects for electron-positron momentum density in solids. Phys Rev B 56:7136–7142
  • 3. Barbiellini B, Puska MJ, Torsti T, Nieminen RM (1995) Gradient correction for positron states in solids. Phys Rev B 51:7341–7344
  • 4. Blaha P, Schwarz K, Madsen GKH, Kvasnicka D, Luitz J (2001) WIEN2k, An augmented plane wave local orbitals program for calculating crystal properties. Karlheinz Schwarz Techn Universität Wien, Austria
  • 5. Bonderup E, Andersen JU, Lowy DN (1979) Enhancement of positron annihilation with core electrons. Phys Rev B 20:883–899
  • 6. Boroński E, Nieminen RM (1986) Electron-positron density functional theory. Phys Rev B 34:3820–3831
  • 7. Campillo Robles JM, Ogando E, Plazaola F (2007) Positron lifetime calculation for the elements of the periodic table. J Phys: Condens Matter 19:176222 (19 pp)
  • 8. Carbotte JP, Salvadori A (1967) Positron annihilation in real metals. II. Calculation of core enhancement factors. Phys Rev 162:290–300
  • 9. Chiba T, Dürr GB, Brandt W (1977) Enhancement effect on positron annihilation with tightly bound electrons. Phys Status Solidi B 81:609–614
  • 10. Daniuk S, Kontrym-Sznajd G, Majsnerowski J, Šob M, Stachowiak H (1989) Electron-positron interaction in metals: momentum dependence of HMC and ionic core enhancement effects. J Phys: Condens Matter 1:6321–6326
  • 11. Daniuk S, Šob M, Rubaszek A (1991) Theoretical calculations of positron annihilation with rare-gas core electrons in simple and transition metals. Phys Rev B 43:2580–2593
  • 12. Dzuba VA, Flambaum VV, Gribakin GF, King WA (1996) Many-body calculations of positron scattering and annihilation from noble-gas atoms. J Phys B: At Mol Opt Phys 29:3151–3175
  • 13. Ghosh VJ, Alatalo M, Asoka-Kumar P et al. (2000) Calculation of the Doppler broadening of the electron-positron annihilation radiation in defect-free bulk materials. Phys Rev B 61:10092–10099
  • 14. Kontrym-Sznajd G, Sormann H, Boroński E (2012) General properties of electron-positron momentum densities. Phys Rev B 85:245104 (9 pp)
  • 15. Laverock J, Haynes TD, Alam MA, Dugdale SB (2010) Experimental determination of the state-dependent enhancement of the electron-positron momentum density in solids. Phys Rev B 82:125127 (13 pp)
  • 16. Lynn KG, MacDonald JR, Boie RA et al. (1977) Positron-annihilation momentum profiles in aluminum: core contribution and the independent-particle model. Phys Rev Lett 38:241–244
  • 17. Mijnarends PE, Kruseman AC, van Veen A, Shut H, Bansil A (1998) Two-detector Doppler broadening study of enhancement in Al. J Phys: Condens Matter 10:10383–10390
  • 18. Phillips JC, Kleinman L (1959) New method for calculating wave functions in crystals and molecules. Phys Rev 116:287–294
  • 19. Rubaszek A, Szotek Z, Temmerman WM (1998) Nonlocal electron-positron correlations in solids within the weighted density approximation. Phys Rev B 58:11285–11302
  • 20. Salvadori A, Carbotte JP (1969) Theory of positron annihilation in inert-gas solids. Phys Rev 188:550–556
  • 21. Sormann H (1996) Influence of lattice effects on the electron-positron interaction in metals. Phys Rev B 54:4558–4580
  • 22. Sormann H, Kontrym-Sznajd G (2006) Many-body effects on the electron-positron momentum density in simple and transition metals: comparison with positron annihilation spectroscopy data. Phys Rev B 73:075111 (11 pp)
Typ dokumentu
Bibliografia
Identyfikator YADDA
bwmeta1.element.baztech-article-BUJ8-0025-0076
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