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[2] E. S. M. Mok, G. I. Costacher "Skin Effect Considerations on transient Response of a Transmission Line Excited by an Electromagnetic Pulse IEEE Trans. EMC. Vol. 34 n. 3, Aug. 1992, pp. 320-329

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Bibliografia

[1] C. R. Paul "Analysis of Multiconductor Transmission Lines" Wiley Interscience, 1994

[2] E. S. M. Mok, G. I. Costacher "Skin Effect Considerations on transient Response of a Transmission Line Excited by an Electromagnetic Pulse IEEE Trans. EMC. Vol. 34 n. 3, Aug. 1992, pp. 320-329

[3] F. M. Tesche "On the Inclusion of Loss in Time Domain Solutions of Electromagnetic Interaction Problems" IEEE Trans. EMC. Vol. 31 n. 1, Feb.

1990, pp. 1-4

[4] S. Barmada "Algebraic Solution of Time Domain Nonuniform Transmission Lines Equations by 2D Wavelet Transform", International Journal of Numerical Modelling, Volume 28 Number 3 2001, pp. 219-235

[5] A. Djorgjevic, T. Sarkar "Analysis of time response of lossy multiconductor transmission line network" IEEE Trans. MTT. Vol. 35 n. 10, Oct. 1987, pp. 898- 907

[6] S. Lin, E. Kuh "Transient simulation of lossy interconeects vbased on recursive convolution formulation" IEEE Trans. On CAS. Vol. 39, n. 11, Nov.

1992, pp. 879-892

[7] A. Orlandi, C. R. Paul "FDTD analysis of lossy, multiconductor transmission lines terminated in arbitrary loads" IEEE Trans. On EMC. Vol. 38, n. 3, Aug.

1996, pp. 388-398

[8] J. A. Roden, C. R. Paul, W. T. Smith, S. D. Gedney "Finite Difference, Time Domain analysis of lossy transmission lines" IEEE Trans. On EMC. Vol. 38, n. 1, Feb. 1996, pp. 15-24

[9] S. Y. Lee, A. Konrad "Lossy transmission line transient analysis by the finite element method" IEEE Trans. On MAG. Vol. 29, n. 2, Mar. 1993, pp. 1730-1732 [10] F. Y. Chang "Waveform relaxation analysis of RLCG transmission lines"

IEEE Trans. On CAS. Vol. 37, n. 11, Nov. 1990, pp. 1394-1415

[11] L. Corti, G. Miano, L. Verolino "A new technique for simulating nonlinear loaded lossy lines" IEEE Trans. MAG Vol. 32, n. 3, May 1996, pp. 934-937

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[12] S. Grivet-Talocia, F. Canavero "Wavelet-based adaptive solution for the nonuniform multiconductor transmission lines" IEEE Microwave and Guided Wave Letters, Vol. 8, pp. 287-289, August 1998.

[13] S. Barmada, M. Raugi "Transient numerical solution of nonuniform MTL equations with nonlinear loads by wavelet expansion in time or space domain"

IEEE Trans. on CAS, August 2000, Vol. 47 Issue 8, pp. 1178-1190

[14] G. Beylkin "Wavelets and fast numerical algorithms" roc. of Symposia in Applied Mathematics Vol 47, Different Perspectives on Wavelets, January 11 - 12, 1993, San Antonio, Texas, pp. 89-117

[15] R. H. Bartels, G. W. Stewart "Algorithm 432: Solution of the matrix equation AX+XB=C" Commun. ACM, Vol. 15, pp. 820-826, 1972

[16] G. Starke, W. Niethammer "SOR for AX - XB + C" Linear Algebra Appl., vols. 154 - 156, pp. 355-375, 1991

[17] A. I. Zecevic, D. D. Siljak "Parallel Solutions of Very Large Sparse Lyapunov Equations by Balanced BBD Decomposition" IEEE Trans. Automatic Control, Vol. 44, n. 3, pp. 612 - 618, 1999

[18] J. S. Roychouwdhury, D. O. Pederson "Efficient transient simulation of lossy interconnects" Proc. 28th ACM/IEEE Design Automat. Conf., 1991, pp.

740-745

[19] N. S. Nahman, D. R. Holt, “Transient analysis of coaxial cables using the skin effect approximation

A+B s

” IEEE Trans Circuit Theory, vol CT - 19. pp.

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