Finite-difference time-domain formulation of an inverse scattering scheme for remote sensing of conducting and dielectric targets: Part II - Two dimensional case

References

• Chaudhuri , S. K. , Umashankar , K. R. and Taflove , A. June 1985 . “ Finite-difference time-domain formulation of an inverse scattering scheme for remote sensing of inhomogeneous lossy layered media ” . In Proc. National Radio Science Meeting (URSI) June , 150 Vancouver , B.C
   Google Scholar
• Umashankar , K. , Chaudhuri , S. and Taflove , A. 1994 . Finite-difference time-domain formulation of an inverse scattering scheme for remote sensing of inhomogeneous lossy layered media, Part I - One dimensional case . J. of Electromagnetic Waves and Applica. , to appear
   Google Scholar
• Fawcett , J. 1985 . Two-dimensional velocity inversion of the acoustic wave equation . Wave Motion , 7 ( No. 6 ) Nov. : 503 – 513 .
   Google Scholar
• Gauthier , O. , Virieux , J. and Tarantola , A. 1986 . Two-dimensional nonlinear inversion of seismic waveforms: numerical results . Geophysics , 51 ( No. 7 ) July : 1387 – 1403 .
   Google Scholar
• Bennett , C. L. 1981 . Time domain inverse scattering . IEEE Trans. Antennas Propagat. , AP-29 ( No. 2 ) March : 213 – 219 .
   Google Scholar
• Bolomey , J. C. , Lesselier , D. , Pichot , C. and Tabbara , W. 1981 . Spectral and time domain approaches to some inverse scattering problems . IEEE Trans. Antennas Propagat. , AP-29 ( No. 2 ) March : 206 – 212 .
   Google Scholar
• Tijhuis , A. G. 1981 . Iterative determination of permittivity and conductivity profiles of a dielectric slab in the time domain . IEEE Trans. Antennas Propagat. , AP-29 ( No. 2 ) March : 239 – 245 .
   Google Scholar
• Miller , E. K. and Landt , J. A. 1980 . Direct time domain techniques for transient radiation and scattering from wires . Proc. IEEE , 68 ( No. 11 ) Nov. : 1396 – 1423 .
   Google Scholar
• Yee , K. S. 1966 . Numerical solution of initial boundary value problems involving Maxwell's equations in isotropic media . IEEE Trans. Antennas Propagat. , AP-14 May : 302 – 307 .
   Google Scholar
• Engquist , B. and Majda , A. 1979 . Radiation boundary conditions for acoustic and elastic wave calculations . Comm. Pure Appl. Math. , 32 : 313 – 357 .
   Web of Science ®Google Scholar
• Bayliss , A. and Turkel , E. 1980 . Radiation boundary conditions for wave-like equations . Comm. Pure Appl. Math. , 33 : 707 – 725 .
   Web of Science ®Google Scholar
• Mur , G. 1981 . Absorbing boundary conditions for the finite-difference approximation of the time-domain electromagnetic field equations . IEEE Thans. Electromagn. Compat. , EMC-23 Nov. : 1073 – 1077 .
   Google Scholar
• Umashankar , K. R. and Taflove , A. 1982 . A novel method to analyze electromagnetic scattering of complex objects . IEEE Trans. Electromagn. Compat. , EMC-24 Nov. : 397 – 405 .
   Web of Science ®Google Scholar
• Taflove , A. and Umashankar , K. R. 1987 . The finite-difference time-domain (FD-TD) method for electromagnetic scattering and interaction problems . J. Electromagnetic Waves and Applica , 1
   Google Scholar
• Jurgens , T. G. , Taflove , A. and Umashankar , K. R. June 1987 . “ Conformal FD-TD modeling of objects with smooth curved surfaces ” . In Proc. National Radio Science Meeting (URSI) June , Blacksburg , Virginia
   Google Scholar