Electro-quasistatic calculation of electric field strength on high-voltage insulators with an algebraic multigrid algorithm. Reitzinger, S., Schreiber, U., & van Rienen, U. 39(4):2129–2132, July, 2003. doi bibtex @Article{ Reitzinger_2003ab,
author = {Reitzinger, Stefan and Schreiber, Ute and van Rienen, Ursula},
doi = {10.1109/TMAG.2003.810555},
file = {Reitzinger_2003ab.pdf},
issn = {0018-9464},
keywords = {boundary-value problems,conjugate gradient methods,electric fields,high-voltage engineering,insulators,integration,iterative methods,matrix algebra,partial differential equations,BVP,HV insulator simulation,Jacobi-preconditioner,Krylov subspace methods,algebraic multigrid algorithm,algebraic multigrid preconditioner,bi-orthogonal conjugate gradient conjugate residual method,complex symmetric matrix structure method,complex symmetric system matrices,electric field strength,electro-quasistatic calculation,high-voltage insulators,numerical simulation,outer iteration,quasi-minimal residual method,Boundary value problems,Dielectrics and electrical insulation,Insulator testing,Jacobian matrices,Mathematical model,Maxwell equations,Numerical simulation,Partial differential equations,Smoothing methods,Symmetric matrices},
langid = {english},
month = jul,
number = {4},
pages = {2129--2132},
title = {Electro-quasistatic calculation of electric field strength on high-voltage insulators with an algebraic multigrid algorithm},
volume = {39},
year = {2003}
}
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