Modeling of Frequency Dependence in Untransposed Transmission Lines |
Contents
WAVE PROPAGATION IN TRANSMISSION LINES | 5 |
MODELING OF FREQUENCY DEPENDENCE | 27 |
PROPOSED FORMULATION IN TERMS OF PHASE QUANTITIES | 54 |
8 other sections not shown
Common terms and phrases
0.1E+09 FREQUENCY ANGLE IN DEGREES approximating functions asymptotic approximation calculated chapter characteristic admittance matrix column vector complete components computational conductance matrix constant continued convolution integrals corresponding current sources defined derived determined diagonal elements directly domain domain form Dommel elements energization equivalent network evaluation exact exponentials expressed formulation forward frequency dependence frequency domain FREQUENCY IN HZ FREQUENCY JN given gives ikc(t Imaginary inverse Fourier transform line equations line model line parameters magnitude Marti method MSEC NATURAL node numerical obtained parameters partial past performed PHASE ANGLE Phase angle error physical POLE rational function recursively REFERENCE LEVEL resistance respectively shown in Figure simple solution Substituting terminal transient transmission line unit step values variables voltage VOLTAGE OF PHASE weighting functions weighting matrix a(t ZERO