, O ^) ~5 \5 E3 N7 |3 `. B[Contents] % _& K, h2 A9 g; ] |! r, l4 t3 n# C3 b L1. Introduction' c& |( l7 L# Y3 r
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2. The Transmission-Line Equations for Two-Conductor Lines ' F! f+ D( E; O; w& X( B* S v. P3 ~% h/ X2 i
3. The Transmission-Line Equations for Multiconductor Lines" M3 B/ e3 h$ r, h2 N' m
% B$ }+ K; T6 X* l% g4. The Per-Unit-Length Parameters for Two-Conductor Lines; x" N2 L) q, J. `1 Y" C a
Q: D' t5 r: L4 H: }% U, c
5. The Per-Unit-Length Parameters for Multiconductor Lines; A S- q& W- Y/ G; Y D
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6. Frequency-Domain Analysis of Two-Conductor Lines * K* t. h9 \6 v; y; p; o * B; J! W1 u* I0 y! n1 P7. Frequency-Domain Analysis of Multiconductor Lines0 G1 |( b7 J4 |! q
$ m& ?* @; j$ b6 U5 K w# p7 V# b0 c8. Time-Domain Analysis of Two-Conductor Lines- N$ }% R$ {* k8 n* B& L7 `
y. r. H3 a5 q8 ^; j$ x) r- a6 T
9. Time-Domain Analysis of Multiconductor Lines - s; h! R* W: M7 n) h / H5 t' G. }* |! N6 M3 _10. Literal (Symbolic) Solutions for Three-Conductor Lines ! O$ ~" R( T$ f r ! V7 w: W" b2 C4 Y$ v11. Incident Field Excitation of Two-Conductor Lines " L, V( s5 j3 _1 [ h, ]- ~3 v 2 H+ e8 R- s( F12. Incident Field Excitation of Multiconductor Lines - x5 t* N+ P& O# u% ^; U8 W3 w0 E/ C r& E
13. Transmission-Line Networks : n) S1 i' U9 n( r _ - d) H9 M- D# r, u( B" CAppendices + O' C/ q* W! S) `, L' S0 G7 u' X! P5 k % c8 Q. i, }7 A. ~9 O Appendix A: Description of Computer Software( z& t! B6 u' M; }! |2 N
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Appendix B: A SPICE (PSPICE) Tutorial 0 z, T; c) @- ?/ N3 k( |. G2 c1 c5 m# Z# S* G0 ~1 `
Index, w: h' ]- ~1 Z* o+ @' T. J* U