Radial integrals in the Coulomb-Born approximation. This paper describes a computer program package CRADINTEG which evaluates the radial integrals for the monopole and dipole terms in the Coulomb-Born calculation of the excitation of positive ions by electron impact. The integrals are expressed in terms of hypergeometric functions, which are numerically obtained. (Source: http://cpc.cs.qub.ac.uk/summaries/)
Keywords for this software
References in zbMATH (referenced in 4 articles , 1 standard article )
Showing results 1 to 4 of 4.
- Ohsaki, A.; Igarashi, A.; Kai, T.; Nakazaki, S.: Radial integrals in the Coulomb-Born approximation: Multipole transitions (2002)
- Ohsaki, A.; Kai, T.; Kimura, E.; Nakazaki, S.: Analytic expressions of radial integral on multiple transitions for Coulomb-Born approximation. (2001)
- Maudlin, P. J.; Bingert, J. F.; House, J. W.; Chen, S. R.: On the modeling of the Taylor cylinder impact test for orthotropic textured materials: experiments and simulations. (1999)
- Takagishi, Kunio; Ohkura, Mitsushi; Nakazaki, Shinobu: Radial integrals in the Coulomb-Born approximation (1995)