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| Mittra R., Lee S.W. — Analytical Techniques in the Theory of Guided Waves |
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| Предметный указатель |
Sgn function 141
Shadow boundary 147
Sine function 43n
Singularity in complex plane 77
Singularity in complex plane, essential 83
Slit-coupled waveguide 252—263
Sommerfeld radiation condition 4
Sommerfeld's half-plane solution for TE wave 157
Sommerfeld's half-plane solution for TM wave 144
Space harmonics 19 51 164
Spectral plane-wave representation see "Plane-wave spectrum"
Steepest ascent path 27
Steepest descent path 27
Step discontinuity in waveguide 161 176 249—250 279
Stirling formula 14
Strip, array of 224—225
Strip, diffraction by 281—283
Surface current density 4
Surface wave on corrugated surface 64—65 189—193
Symmetrical and asymmetrical components 137 140 213 225 282
Taylor expansion 27 192
Tensor 3 70
Time convention 2
Top sheet of  21
Transcendental function 83
Trifurcated waveguide 212—213
Vector potential 15
| VLF propagation 66
Wave admittance 15
Wave equation 20
Wave equation, transformed 98
Wave impedance 15
wave number 32
Weirstrass M test 61—62 77n
Wiener — Hopf equation 81
Wiener — Hopf equation, modified 226—228
Wiener — Hopf equation, solution of 82—84
Wiener — Hopf geometry 161
Wiener — Hopf geometry, modified 161—162 226—228
Wiener — Hopf technique and mode-matching technique 150—153
Wiener — Hopf technique and modified residue-calculus method 239 263
Wiener — Hopf technique for array of waveguide 99—104
Wiener — Hopf technique for bifurcated waveguides (TE) 84—99
Wiener — Hopf technique for diffraction by open-ended waveguide (TM) 137—150
Wiener — Hopf technique for half plane 141—147 157—158
Wiener — Hopf technique for radiation from open-ended waveguide (TE) 158—159
Wiener — Hopf technique for radiation from open-ended waveguide (TM) 126—134 154—155
Wiener — Hopf technique, approximations see "Approximate method in Wiener — Hopf technique"
Wiener — Hopf technique, basic procedure for solution 82—84
Wiener — Hopf technique, factorization see "Factorization of a function"
Wiener — Hopf technique, integral-equation formulation 80—82
Wiener — Hopf technique, Jones method of formulation 97—99
Zeta function, generalized 132
Zeta function, Riemann 132
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