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Journal of Electromagnetic Waves and Applications Volume 6, 1992 - Issue 12
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Articles

An Absorbing Boundary Condition Based on Anechoic Absorber For EM Scattering Computation

C.M. Rappaport Center for Electromagnetics Research Northeastern University Boston, MA 02115, USA
&
L.J. Bahrmasel McDonnell Douglas Research Laboratories St. Louis, MO 63166, USA
Pages 1621-1633 | Published online: 03 Apr 2012

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S. R. Legault, T. B. A. Senior & J. L. Volakis. (1996) Design of Planar Absorbing Layers for Domain Truncation in FEM Applications. Electromagnetics 16:4, pages 451-464.
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Articles from other publishers (18)

Swagato Chakraborty, James Pingenot & Mosin Mondal. (2016) Removal of artificial resonances for divide and conquer analysis using boundary element method. Removal of artificial resonances for divide and conquer analysis using boundary element method.
Mesut Gokten, Atef Elsherbeni & Ercument Arvas. (2012) Multiresolution Frequency Domain Technique for Electromagnetics. Synthesis Lectures on Computational Electromagnetics 7:2, pages 1-134.
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Adrianus T. de Hoop, Robert F. Remis & Peter M. van den Berg. (2007) The 3D wave equation and its Cartesian coordinate stretched perfectly matched embedding – A time-domain Green’s function performance analysis. Journal of Computational Physics 221:1, pages 88-105.
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Gaetano Festa & Jean-Pierre Vilotte. (2005) The Newmark scheme as velocity-stress time-staggering: an efficient PML implementation for spectral element simulations of elastodynamics. Geophysical Journal International 161:3, pages 789-812.
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E. Bermani, S. Caorsi & M. Raffetto. (2003) Performance of a causal anisotropic absorber for the truncation of finite element meshes in time domain electromagnetic unbounded problems. IEEE Transactions on Antennas and Propagation 51:9, pages 2523-2529.
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S.C. Winton & C.M. Rappaport. (2000) Specifying PML conductivities by considering numerical reflection dependencies. IEEE Transactions on Antennas and Propagation 48:7, pages 1055-1063.
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Guo-Xin Fan & Qing Huo Liu. (2000) An FDTD algorithm with perfectly matched layers for general dispersive media. IEEE Transactions on Antennas and Propagation 48:5, pages 637-646.
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D.M. Kingsland, Jian Gong, J.L. Volakis & Jin-Fa Lee. (1996) Performance of an anisotropic artificial absorber for truncating finite-element meshes. IEEE Transactions on Antennas and Propagation 44:7, pages 975-982.
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C.M. Rappaport. (1996) Interpreting and improving the PML absorbing boundary condition using anisotropic lossy mapping of space. IEEE Transactions on Magnetics 32:3, pages 968-974.
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J. Gong & J.L. Volakis. (1995) Optimal selection of uniaxial artificial absorber layer for truncating finite element meshes. Electronics Letters 31:18, pages 1559-1561.
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C.M. Rappaport & T. Gurel. (1995) Reducing the computational domain for FDTD scattering simulation using the sawtooth anechoic chamber ABC. IEEE Transactions on Magnetics 31:3, pages 1546-1549.
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C.M. Rappaport. (1995) Perfectly matched absorbing boundary conditions based on anisotropic lossy mapping of space. IEEE Microwave and Guided Wave Letters 5:3, pages 90-92.
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K.L. Shlager & J.B. Schneider. (1995) A selective survey of the finite-difference time-domain literature. IEEE Antennas and Propagation Magazine 37:4, pages 39-57.
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Tolga Gürel & Carey M. Rappaport. 1995. Ultra-Wideband, Short-Pulse Electromagnetics 2. Ultra-Wideband, Short-Pulse Electromagnetics 2 403 410 .
Weng Cho Chew & William H. Weedon. (1994) A 3D perfectly matched medium from modified maxwell's equations with stretched coordinates. Microwave and Optical Technology Letters 7:13, pages 599-604.
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W.H. Weedon, Weng Cho Chew & C.M. Rappaport. (1994) Computationally efficient FDTD simulation of open-region scattering problems on the Connection Machine CM-5. Computationally efficient FDTD simulation of open-region scattering problems on the Connection Machine CM-5.
William H. Weedon, Weng Cho Chew, Jiun‐Hwa Lin, Apo Sezginer & Vladimir L. Druskin. (2007) A 2.5D scalar helmholtz wave solution employing the spectral lanczos decomposition method (sldm). Microwave and Optical Technology Letters 6:10, pages 587-592.
Crossref
C.M. Rappaport. (1992) Preliminary FDTD results from the anechoic absorber absorbing boundary condition. Preliminary FDTD results from the anechoic absorber absorbing boundary condition.

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