Title :
A Maxwell´s equation solver for 3-D MHD calculations
Author :
Kondrashov, Dmitri ; Keefer, Dennis
Author_Institution :
Center for Laser Applications, Tennessee Univ. Space Inst., Tullahoma, TN, USA
fDate :
1/1/1997 12:00:00 AM
Abstract :
A finite-volume Maxwell solver in cartesian coordinates was developed as a part of a 3-D transient MHD code MAPS. The code is capable of solving a broad class of magnetoquasistatic electromagnetic problems with moving conductors. A Coulomb gauge is easily implemented by imposing a numerical constraint on boundaries of the computational domain. To simulate problems with moving conductors, a new boundary condition for electric scalar potential on the current source surface is used. The presence of the electric scalar potential in the formulation ensures current conservation in the MAPS solution. The results of MAP3 benchmarking against 3-D finite-element code MEGA are presented
Keywords :
Maxwell equations; finite element analysis; magnetohydrodynamics; transient analysis; 3D transient MHD code; Coulomb gauge; MAPS; boundary condition; cartesian coordinates; current source surface; electric scalar potential; finite-volume Maxwell equation solver; magnetoquasistatic electromagnetism; moving conductor; Boundary conditions; Conductivity; Conductors; Electric potential; Electromagnetic transients; Magnetohydrodynamics; Maxwell equations; Plasma simulation; Rails; Shape;
Journal_Title :
Magnetics, IEEE Transactions on
