By Clayton R. Paul

ISBN-10: 047102080X

ISBN-13: 9780471020806

An geared up and concise exposition consolidating all learn within the literature in this subject. info present equipment for fixing multiconductor transmission-line equations to figure out voltage and/or currents caused on the ends of conductors of the road from signs on different conductors or signs from incident assets. features a disk of FORTRAN codes imposing the entire resolution recommendations, lots of end-of-chapter difficulties and ratings of computed effects for genuine strains.

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Could the mode of propagation to which these equations apply be classified as a “TEM mode”? 2 The infinite, biconical transmission line consists of two, perfectly conducting cones of half angle 8, as shown in Fig. 2 in spherical coordinates for this structure assuming that &r, 8) = d$(r* 8)h, and S ( r , 0) = X4(r, 8)d4. Show that the following definitions of voltage and current are unique: V(r, t ) = J:-eh $r dB where V and I satisfy the following “transmission-line equations”: 44 INTRODUCTION Show that e= VE In( cot $) Would this be classified as a ungorm or nonuniform line?

Weeks, “Multiconductor Transmission Line Theory in the TEM Approximation,” IBM J. Research and Development, pp. 604-611, November 1972. D. Marx, “Propagation Modes, Equivalent Circuits and Characteristic Terminations for Multiconductor Transmission Lines with Inhomogeneous Dielectrics,” I E E E Trans. on Microwave Theory and Techniques, MTT-21, 450-457 (1973). F. P. Figanier, “The Method of Series Expansion in the Frequency Domain Applied to Multiconductor Transmission Lines,” IEEE Trans. on Microwave Theory and Techniques, MTT-23,753-756 (1975).

Bush, “Radiated Emissions from Common-Mode Currents,” Proceedings 1987 IEEE International Symposium on Electromagnetic Compatibility, Atlanta, GA, September 1987. R. Paul, “A Comparison of the Contribution of Common-Modeand DifferentialMode Currents in Radiated Emissions,” IEEE Trans. on Electromagnetic Compatibility, EMC-31, pp. 189-193 (1989). B. Hardin, “Decomposition of Radiating Structures to Directly Predict Asymmetric-Mode Radiation,” PhD Dissertation, University of Kentucky, 1991. 1 Two, perfectly-conducting, circular plates are separated a distance d as shown in Fig.

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Analysis of Multiconductor Transmission Lines (Wiley Series in Microwave & Optical Engineering, 28) by Clayton R. Paul

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