Add to ORKGIn this paper, we implement the use of Exodus method to compute potential distribution in a conducting spherical shell. The results obtained perfectly matched with those obtained using exact solution and explicit finite difference solution method. Also, the approach adopted to overcome singularities encountered in the co-latitude coordinates of the spherical system was highlighted
A new spectral method in the spherical coordinate system with a coordinate singularity at the origin...
Finite difference (FD) method has been used extensively in electromagnetic field modeling because of...
In this paper, a system approach, null-field integral equation in conjunction with the degenerate ke...
The Monte Carlo Methods have been applied with great success to the solution of electromagnetic prob...
© 2015, Pleiades Publishing, Ltd. In this article general solution to the Maxwell equations in spher...
Abstract: The problem of the sun radiation transport in the Earth atmosphere is being cons...
A series expansion is derived for the potential distribution, caused by a dipole source in a multila...
Abstract: For the study of the asteroid’s satellite dynamics, the problem of calculating t...
In this paper of the series, the equations of motion for the spatial circular restricted three-body ...
This paper presents a fixed random walk Monte Carlo method for computing potential distribution with...
The explicit finite-difference solution method for computing potential distribution within spheroida...
Starting from Hamilton's principle on a rotating sphere, we derive a series of successively more acc...
This thesis concentrates on a set of problems and approaches relating to the generation and analysis...
Abstract: The characteristic equations of the differential transfer operator with the part...
International audienceWe have investigated the toroidal analog of ellipsoidal shells of matter, whic...
A new spectral method in the spherical coordinate system with a coordinate singularity at the origin...
Finite difference (FD) method has been used extensively in electromagnetic field modeling because of...
In this paper, a system approach, null-field integral equation in conjunction with the degenerate ke...
The Monte Carlo Methods have been applied with great success to the solution of electromagnetic prob...
© 2015, Pleiades Publishing, Ltd. In this article general solution to the Maxwell equations in spher...
Abstract: The problem of the sun radiation transport in the Earth atmosphere is being cons...
A series expansion is derived for the potential distribution, caused by a dipole source in a multila...
Abstract: For the study of the asteroid’s satellite dynamics, the problem of calculating t...
In this paper of the series, the equations of motion for the spatial circular restricted three-body ...
This paper presents a fixed random walk Monte Carlo method for computing potential distribution with...
The explicit finite-difference solution method for computing potential distribution within spheroida...
Starting from Hamilton's principle on a rotating sphere, we derive a series of successively more acc...
This thesis concentrates on a set of problems and approaches relating to the generation and analysis...
Abstract: The characteristic equations of the differential transfer operator with the part...
International audienceWe have investigated the toroidal analog of ellipsoidal shells of matter, whic...
A new spectral method in the spherical coordinate system with a coordinate singularity at the origin...
Finite difference (FD) method has been used extensively in electromagnetic field modeling because of...
In this paper, a system approach, null-field integral equation in conjunction with the degenerate ke...