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(2)
Integral Equation
Time Dependent
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Electromagnetic scattering by surfaces of arbitrary shape
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Time dependent integral equations for the Maxwell system
Time dependent integral equations for the Maxwell system,A. Bachelot,A. Pujols
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Time dependent integral equations for the Maxwell system
(
Citations: 2
)
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A. Bachelot
,
A. Pujols
Published in 1992.
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Citation Context
(2)
...They also arise in boundary integral formulations of electromagnetic scattering problems [
2
, 21, 28, 29, 30, 31]...
Penny J. Davies
,
et al.
Stability and Convergence of Collocation Schemes for Retarded Potentia...
...Pujols [
1
, 20], who use an approach originally applied to acoustic scattering by Bamberger and HaDuong [2]...
...Bachelot and Pujols [
1
, 20] describe a variational method based on the coercivity of a bilinear form corresponding to a full Galerkin approxima tion in time and space (similar to that used for acoustics by Bamberger and HaDuong [2])...
...However none of the papers [
1
,2, 13, 14,20] that describe and analyse variational EIE approximations for timedependent scattering problems give explicit details on how the integrals 60 Penny Davies, Dugald Duncan...
...The variational approach may well be more "natural" for RPIEs, and certainly allows a more sophisticated and general analysis of stability and convergence to be carried out [
1
, 2, 13, 14, 20]...
Penny Davies
,
et al.
Numerical Stability of Collocation Schemes for Time Domain Boundary In...
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(2)
Stability and Convergence of Collocation Schemes for Retarded Potential Integral Equations
(
Citations: 12
)
Penny J. Davies
,
Dugald B. Duncan
Journal:
Siam Journal on Numerical Analysis  SIAM J NUMER ANAL
, vol. 42, no. 3, pp. 11671188, 2004
Numerical Stability of Collocation Schemes for Time Domain Boundary Integral Equations
Penny Davies
,
Dugald Duncan