5 Application of the Uniformly Charged Sphere Stabilization
117
10. Simons J (2008) Molecular anions. J Phys Chem A 112:6401–6511, and references therein
11. Adamson SO, Deminskii MA et al (2010) The role of dissociative electron attachment to metal
halides in a low pressure glow discharge. Russ J Phys Chem B 4:1–7
12. Simons J (2011) Theoretical study of negative molecular ions. Annu Rev Phys Chem 62:107–
128, and references therein
13. Watson RE (1958) Analytic Hartree-Fock solutions for O
−
2 . Phys Rev 111:1108–1110
14. Liebman JF, Yeager DL, Simons J (1977) A simple approach to predicting resonance levels.
Chem Phys Lett 48:227–232
15. Hazi AU, Taylor HS (1970) Stabilization method of calculating resonance energies: model
problem. Phys Rev A 1:1109–1120
16. Lefebvre R (1985) Box quantization and resonance determination: the multichannel case.
J Phys Chem 89:4201–4206
17. Kukulin VI, Krasnopolsky VM, Horᢠcek J (1989) Resonances in atomic physics. In: Kukulin
VI, Krasnopolsky VM, Horᢠcek J (eds) Theory of resonances. Principles and applications.
Academia, Praha, pp 303–340, and references therein
18. Adamson S, Kharlampidi D, Dementiev A (2008) Stabilization of resonance states by an
asymptotic Coulomb potential. J Chem Phys 128:024101, and references therein
19. Kharlampidi DD, Dementiev AI, Adamson SO (2010) Using of stabilization by uniformly
charged sphere for resonance states calculations. Russ J Phys Chem A 84:611–616
20. Adamson SO, Kharlampidi DD, Dement’ev AI (2011) Calculation of the parameters of resonance states using stabilization with non-Coulomb potentials. Russ J Phys Chem B 5:915–920
21. Jolicard G, Austin E (1986) Optical potential method of calculating resonance energies and
widths. Chem Phys 103:295–302
22. Jolicard G, Leforestier C, Austin E (1988) Resonance states using the optical potential model.
Study of Feshbach resonances and broad shape resonances. J Chem Phys 88:1026–1031
23. Callaway J (1978) The variational method in atomic scattering. Phys Rep 45:89–173, and
references therein
24. Ho YK (1981) Complex-coordinate calculations for doubly excited states of two-electron
atoms. Phys Rev A 23:2137–2149
25. Pathak A, Kingston AE, Berrington KA (1988) Resonances in H − associated with the n = 2, 3
and 4 hydrogenic thresholds. J Phys B, At Mol Opt Phys 21:2939–2951
26. Scholz T, Scott P, Burke PG (1988) Electron-hydrogen-atom scattering at intermediate energies. J Phys B, Atom Mol Phys 21:L139–LI45
27. Ho YK (1990) High-lying doubly excited states of H − . J Phys B, At Mol Opt Phys 23:L71–
L78
28. Botero J, Shertzer J (1992) Direct numerical solution of the Schrodinger equation for quantum
scattering problems. Phys Rev A 46:R1155–R1158
29. Sadeghpour HR (1992) Resonant electron-hydrogen atom scattering using hyperspherical coordinate method. J Phys B, At Mol Opt Phys 25:L29–L35
30. Shertzer J, Botero J (1994) Finite-element analysis of electron-hydrogen scattering. Phys Rev
A 49:3673–3679
31. Gien TT (1998) Observation of a triplet D-wave resonance below the n = 2 H excitation
threshold in electron-hydrogen scattering. J Phys B, At Mol Opt Phys 31:L629–L635
32. Gien TT (1998) Feshbach resonances below the n = 2 H excitation threshold in electron—
hydrogen scattering. J Phys B, At Mol Opt Phys 31:L1001–L1008
33. Bylicki M, Nicolaides C (2000) Theoretical resolution of the H − resonance spectrum up to
the n = 4 threshold. II. States of 1 S and 1 D symmetries. Phys Rev A 61:052509
34. Zhang SB, Wang JG, Janev RK (2010) Electronhydrogen-atom elastic and inelastic scattering with screened Coulomb interaction around the n = 2 excitation threshold. Phys Rev A
81:032707
35. Warner CD, King GC, Hammond P, Slevin J (1986) Resonance structure in elastic scattering
of electrons from atomic hydrogen. J Phys B, At Mol Opt Phys 19:3297–3308
36. Burke PG, Taylor AJ (1966) Correlation in the elastic and inelastic S-wave scattering of electrons by H and He + . Proc Phys Soc Lond 88:549–562
117
10. Simons J (2008) Molecular anions. J Phys Chem A 112:6401–6511, and references therein
11. Adamson SO, Deminskii MA et al (2010) The role of dissociative electron attachment to metal
halides in a low pressure glow discharge. Russ J Phys Chem B 4:1–7
12. Simons J (2011) Theoretical study of negative molecular ions. Annu Rev Phys Chem 62:107–
128, and references therein
13. Watson RE (1958) Analytic Hartree-Fock solutions for O
−
2 . Phys Rev 111:1108–1110
14. Liebman JF, Yeager DL, Simons J (1977) A simple approach to predicting resonance levels.
Chem Phys Lett 48:227–232
15. Hazi AU, Taylor HS (1970) Stabilization method of calculating resonance energies: model
problem. Phys Rev A 1:1109–1120
16. Lefebvre R (1985) Box quantization and resonance determination: the multichannel case.
J Phys Chem 89:4201–4206
17. Kukulin VI, Krasnopolsky VM, Horᢠcek J (1989) Resonances in atomic physics. In: Kukulin
VI, Krasnopolsky VM, Horᢠcek J (eds) Theory of resonances. Principles and applications.
Academia, Praha, pp 303–340, and references therein
18. Adamson S, Kharlampidi D, Dementiev A (2008) Stabilization of resonance states by an
asymptotic Coulomb potential. J Chem Phys 128:024101, and references therein
19. Kharlampidi DD, Dementiev AI, Adamson SO (2010) Using of stabilization by uniformly
charged sphere for resonance states calculations. Russ J Phys Chem A 84:611–616
20. Adamson SO, Kharlampidi DD, Dement’ev AI (2011) Calculation of the parameters of resonance states using stabilization with non-Coulomb potentials. Russ J Phys Chem B 5:915–920
21. Jolicard G, Austin E (1986) Optical potential method of calculating resonance energies and
widths. Chem Phys 103:295–302
22. Jolicard G, Leforestier C, Austin E (1988) Resonance states using the optical potential model.
Study of Feshbach resonances and broad shape resonances. J Chem Phys 88:1026–1031
23. Callaway J (1978) The variational method in atomic scattering. Phys Rep 45:89–173, and
references therein
24. Ho YK (1981) Complex-coordinate calculations for doubly excited states of two-electron
atoms. Phys Rev A 23:2137–2149
25. Pathak A, Kingston AE, Berrington KA (1988) Resonances in H − associated with the n = 2, 3
and 4 hydrogenic thresholds. J Phys B, At Mol Opt Phys 21:2939–2951
26. Scholz T, Scott P, Burke PG (1988) Electron-hydrogen-atom scattering at intermediate energies. J Phys B, Atom Mol Phys 21:L139–LI45
27. Ho YK (1990) High-lying doubly excited states of H − . J Phys B, At Mol Opt Phys 23:L71–
L78
28. Botero J, Shertzer J (1992) Direct numerical solution of the Schrodinger equation for quantum
scattering problems. Phys Rev A 46:R1155–R1158
29. Sadeghpour HR (1992) Resonant electron-hydrogen atom scattering using hyperspherical coordinate method. J Phys B, At Mol Opt Phys 25:L29–L35
30. Shertzer J, Botero J (1994) Finite-element analysis of electron-hydrogen scattering. Phys Rev
A 49:3673–3679
31. Gien TT (1998) Observation of a triplet D-wave resonance below the n = 2 H excitation
threshold in electron-hydrogen scattering. J Phys B, At Mol Opt Phys 31:L629–L635
32. Gien TT (1998) Feshbach resonances below the n = 2 H excitation threshold in electron—
hydrogen scattering. J Phys B, At Mol Opt Phys 31:L1001–L1008
33. Bylicki M, Nicolaides C (2000) Theoretical resolution of the H − resonance spectrum up to
the n = 4 threshold. II. States of 1 S and 1 D symmetries. Phys Rev A 61:052509
34. Zhang SB, Wang JG, Janev RK (2010) Electronhydrogen-atom elastic and inelastic scattering with screened Coulomb interaction around the n = 2 excitation threshold. Phys Rev A
81:032707
35. Warner CD, King GC, Hammond P, Slevin J (1986) Resonance structure in elastic scattering
of electrons from atomic hydrogen. J Phys B, At Mol Opt Phys 19:3297–3308
36. Burke PG, Taylor AJ (1966) Correlation in the elastic and inelastic S-wave scattering of electrons by H and He + . Proc Phys Soc Lond 88:549–562