[1] E. Meeks, P. Ho, Modeling plasmas chemistry for microelectronica manufacturing Thin Solid Film 365 (2000) 334-347.
[2] S. Sen, P. Mandal, P.K. Mukherjee, Positronium formation in Debye plasma, European PhysicalJournalD 62 (2011) 379-388.
[3] TE. Peterson, HC. Manning, Molecular Imaging: 18F-FDG PET and a whole Lot More, Journal of Nuclear Medicine Technology 31 (2009) 151-161.
[4] D. Tseliakhovich, C.M. Hirata, K. Heng, Excitation and charge transfer in collisions at and application to astrophysical shocks, Monthly Notices of the Royal Astronomical Society422 (2012) 2357-2371.
[5] H. P. Summers, et al, Atomic data for modelling fusion and astrophysical Plasmas,
Plasma Physics and Controlled Fusion44 (2002) B323–B338.
[6] P.G. Burke, S. Ormonde, W. Whittaker, Low-energy electron scattering by atomic hydrogen:I.The close-coupling approximation Proceedings of the Physical Society, (London) 92, (1967) 319-335.
[7] ر. فتحی، ف. شجاعیاکبرآبادی، م. بلوری زاده، محاسبة سطح مقطع کل تهییج در برخورد یون برهنه با اتم هیدروژن در گذار از حالت پایه به حالتهای S2 وS1 درتقریب بورن-فادیف، مجلهپژوهشفیزیک ایران،13 (1392)، 77-84.
[8] M.J. Roberts, A comparative study of the second-order Born and Faddeev-Watson approximations: II. Charge transfer,
Journal of Physics B: Atomic and Molecular Physics20, (1987) 551–564.
[9] D.R Bates, Quantum Theory I. Elements Academic Press, New York (1961).
[10] M.R. Flannery, K.J. McCann, The multichannel eikonal treatment of atomic collisions:e-H(1s) elastic and inelastic scattering,
Journal of Physics B: Atomic, Molecular and Optical Physics 7 (1974) 2518-2532.
[11] L.I. Schiff, Quantum Mechanics, Third Edition McGraw-Hill, New York, (1968) 93.
[12] M. Abramowitz, I.A. Stegun, Handbook of Mathematical Functions, nat. Bur. Stds, Washington, D.C, (1964).
[13] G. Arfken, Mathematical methods for physicists, Third Edition (1985) 580.
[14] W. Magnus, F. Oberhettinger, R.P. Soni, Formulas and Theorems for the Special Functions of Mathematical Physics, Third Edition, Springer, New York (1966).
[15] G.N. Watson, Treatise on the Theory of Bessel Functions, second edition Cambridge U.P, New York, (1966) 358.
[16] I.S. Gradshteyn, I.M. Ryazhik, Table of Integrals, Series, and Products, Seventh Edition, Academic, New York (2007).
[17] S. Saxena, G.P. Gupta, K.C. Mathur, Excitation of the hydrogen atom from its ground and metastable states by positron and proton impact at intermediate energies,
Journal of Physics B: Atomic and Molecular Physics 17(1984) 3743-3762.
[18] J.T. Park, J.E. Aldag, J.L. Peacher, J.M. George, Angular differential cross section for excitation of atomic hydrogen by 25-50and 100keV protons, Physical Review Letter 40(1978) 1646-1648.
[19] R. Fathi, E. Ghanbari-Adivi, M.A. Bolorizadeh, F Shojaei, M.J. Brunger, Excitation of hydrogen atoms at intermediate and high energies by proton impact under a three-body Born–Faddeev-type formalism,
Journal of Physics B: Atomic, Molecular and Optical Physics 42(2009) 125203 (9pp).
[20] A.L. Ford, J.F. Reading, K.A. Hall, Single-centred calculations of excitation and electron removal in intermediate energy proton-hydrogen collisions
,Journal of Physics B: Atomic, Molecular and Optical Physics 26 (1993) 4537-4551.
[21] C.R. Mandal, Mita Mandal, S.C. Mukherjee, Arbitrary excitation of atomic hydrogen at high energies, Physical Review A 42 (1990) 1787-1790.
[22] I.M. Cheshire, D.F. Gallaher, A. Joanna Tylor, coupled-state calculations of proton-hydrogen scattering with apseudo-state expansion,
Journal of Physics B: Atomic and Molecular Physics 3 (1970), 813-832.
[23] D. Detleffsen, M. Anton, A. Werner and K-H. Schartner, Excitation of atomic hydrogen by protons and multiply charged ions at intermediate velocities
,Journal of Physics B: Atomic, Molecular and Optical Physics27(1994) 4195-4213.
[24] J.T. Park, J.E. Aldag, J.M. George, J.L. Peacher, Cross section for excitation of atomic hydrogen to the n=2,3 and 4 states by 15-200-keV protons Physical Review A 14 (1976) 608-614.