Add to ORKGThe 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
We present a general approach for the solution of the three-body problem for a general interaction a...
In the investigation of two-body Coulomb Schrödinger equations with some types of nonhomogeneities, ...
Closed-form expressions of the Coulomb electrostatic potential created by a uniformly charged disk a...
We calculate exactly the Coulomb self-energy of a uniformly charged three-dimensional cylinder. We d...
Knowledge of electrical potential and energy is important to systems where electrostatic forces play...
We report a concise expression for the electrostatic Coulomb self-energy of a uniformly charged cube...
In a previous work [O. Ciftja, Phys. Lett. A 374 (2010) 981] we reported the exact calculation of th...
The two-body Coulomb Schrödinger equation with different types of nonhomogeneities are studied. The ...
A large number of electronic devices contain charged, flat plates (electrodes) as their components. ...
The most popular model for a two-dimensional electronic system considers electrons moving in a backg...
A mathematical method is developed for the analysis of the electrostatic fields existing within fini...
Uniformly charged bodies with various symmetries are of great interest to many models in several dis...
We present a spectral method of configuration-interaction type for three-dimensional helium which co...
A method for calculating the Coulomb energy in a periodic system is discussed for the case that the ...
The objective of the study is to obtain the simplest forms for the expression of the potential showi...
We present a general approach for the solution of the three-body problem for a general interaction a...
In the investigation of two-body Coulomb Schrödinger equations with some types of nonhomogeneities, ...
Closed-form expressions of the Coulomb electrostatic potential created by a uniformly charged disk a...
We calculate exactly the Coulomb self-energy of a uniformly charged three-dimensional cylinder. We d...
Knowledge of electrical potential and energy is important to systems where electrostatic forces play...
We report a concise expression for the electrostatic Coulomb self-energy of a uniformly charged cube...
In a previous work [O. Ciftja, Phys. Lett. A 374 (2010) 981] we reported the exact calculation of th...
The two-body Coulomb Schrödinger equation with different types of nonhomogeneities are studied. The ...
A large number of electronic devices contain charged, flat plates (electrodes) as their components. ...
The most popular model for a two-dimensional electronic system considers electrons moving in a backg...
A mathematical method is developed for the analysis of the electrostatic fields existing within fini...
Uniformly charged bodies with various symmetries are of great interest to many models in several dis...
We present a spectral method of configuration-interaction type for three-dimensional helium which co...
A method for calculating the Coulomb energy in a periodic system is discussed for the case that the ...
The objective of the study is to obtain the simplest forms for the expression of the potential showi...
We present a general approach for the solution of the three-body problem for a general interaction a...
In the investigation of two-body Coulomb Schrödinger equations with some types of nonhomogeneities, ...
Closed-form expressions of the Coulomb electrostatic potential created by a uniformly charged disk a...