Y are functions of the voltage, the current, and the location on the transmission line. Ohm’s law of a transmission line, which is the amount of voltage drop on a transmission line per unit distance of voltage transmission is expressed as (9.1) dV dz IZ ˙ ˙ ˙ = −/()V m where · V is the transmission line voltage (Volt), · I is the transmission line current (Ampere), Z is the series impedance per unit length of the transmission line (Ω), and z is a one-dimensional coordinate placed in parallel to the transmission line (meter). The equation of current decrease per unit length is (9.2) where · Y is the shunt admittance per unit distance of the transmission line (S/m). Combining (9.1) and (9.2), the Telegrapher’s equation or Helmholtz’s wave equation for the trans- mission line voltage is [1-3].
CITATION STYLE
Ishii, T. K. (2005). Transmission lines. In Nonlinear and Distributed Circuits (pp. 9.1-9.17). CRC Press. https://doi.org/10.1201/9781003046134-18
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