Hypergeometric solutions for Coulomb self-energy model of uniformly charged hollow cylinder
The article aims at studying hypergeometric-type mathematical techniques based on the extension of a model previously used to describe the Coulomb self-energy of a uniformly charged a three-dimensional cylinder. The associated crossed term integral is investigated and solved by introducing a computational series built from hypergeometric-type terms for different values of parameters involved. The approach considered may be appealing for a broad audience of researchers working in mathematical physics or related disciplines.
Batle, J., Ciftja, O., & Pogány, T. (2019). Hypergeometric solutions for Coulomb self-energy model of uniformly charged hollow cylinder. Retrieved from https://digitalcommons.pvamu.edu/chemistry-physics-facpubs/168