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Articles

Stability of time-marching numerical schemes for the electric field integral equation

Pages 85-114 | Published online: 03 Apr 2012

References

  • Jones , D. S. 1964 . Theory of Electromagnetism , O. U. P .
  • Rynne , B. P. and Smith , P. D. 1990 . Stability of time marching algorithms for the electric field equation . J. Electromag. Waves and Appl. , 4 : 1181 – 1205 .
  • Rynne , B. P. 1986 . Instabilities in time marching methods for scattering problems . Electromagnetics , 6 : 129 – 144 .
  • Smith , P. D. 1988 . Stable numerical methods for integral equations governing the scattering of transients . Bull. IMA , 24 : 166 – 170 .
  • Rynne , B. P. 1985 . Stability and convergence of time marching methods in scattering problems . IMA J. Appl. Math. , 35 : 297 – 310 .
  • Tijhuis , A. G. 1984 . Toward a stable marching on in time method for two dimensional transient electromagnetic scattering problems . Radio Science , 19 : 1311 – 1317 .
  • Davies , P. J. Numerical stability and convergence of approximations of retarded potential integral equations . SIAM JNA , to appear
  • Jones , D. S. 1987 . Methods in Electromagnetic Wave Propagation , O. U. P .
  • Ramm , A. G. 1980 . Theory and Applications of Some New Classes of Integral Equations , Springer-Verlag .
  • Richtmyer , R. D. and Morton , K. W. 1967 . Difference Methods for Initial Value Problems , Interscience .

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