Neal F. Lane
University of Oklahoma
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Featured researches published by Neal F. Lane.
Annals of Physics | 1962
Neal F. Lane; Chun C. Lin
Abstract A semiempirical method for calculating the Slater-Condon parameters for the atoms of the first transition group is presented. This method is based on the use of effective nuclear charges which are determined from the experimental data of ionization potential. The calculated Slater-Condon parameters agree well with the experimental values and show considerable improvement over those obtained from the Slater orbitals (with Slaters screening constants). Applications to the complex ions of the transition elements are discussed.
Physical Review | 1965
Larry L. Barnes; Neal F. Lane; Chun C. Lin
The cross section of the
Physical Review | 1965
Larry L. Barnes; Neal F. Lane; Chun C. Lin
3^{2}S\ensuremath{\rightarrow}3^{2}P
Physical Review | 1965
Larry L. Barnes; Neal F. Lane; Chun C. Lin
transition of sodium produced by electron impact has been calculated by performing a numerical integration of the set of three-channel differential equations. By means of this numerical procedure, it is no longer necessary to replace the nondiagonal matrix elements of the interaction potential by their asymptotic forms and to neglect the diagonal part of the interaction-potential matrix, as was done in the previous calculations. The cross sections calculated by this numerical scheme are smaller than those of the previous work, and the difference can be ascribed to the use of the true interaction potentials rather than their asymptotic forms. An outline of the general formulation of the numerical method for an
Physical Review | 1969
Ronald J. W. Henry; Neal F. Lane
n
Physical Review | 1967
Neal F. Lane; S. Geltman
-channel case is given.
Physical Review | 1968
Neal F. Lane; Ronald J. W. Henry
The cross section of the
Physical Review | 1969
Neal F. Lane; S. Geltman
3^{2}S\ensuremath{\rightarrow}3^{2}P
Physical Review | 1964
Neal F. Lane; Chun C. Lin
transition of sodium produced by electron impact has been calculated by performing a numerical integration of the set of three-channel differential equations. By means of this numerical procedure, it is no longer necessary to replace the nondiagonal matrix elements of the interaction potential by their asymptotic forms and to neglect the diagonal part of the interaction-potential matrix, as was done in the previous calculations. The cross sections calculated by this numerical scheme are smaller than those of the previous work, and the difference can be ascribed to the use of the true interaction potentials rather than their asymptotic forms. An outline of the general formulation of the numerical method for an
Physical Review | 1965
Larry L. Barnes; Neal F. Lane; Chun Chia Lin
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