StoppTidigare
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Hi does any body know why I the voltage maximum on the transmission line must occur where the imaginary part of the impedance vanishes R=R_max, X=0.
How can I prove that impedance Z around the constant reflexion circle is at its maximum where the imaginary part vanishes.
Couldn't I have Z=sqrt(R^2 + X^2) > sqrt(R_max^2 + 0^2) somewhere along a constant Gamma-circle?
/StoppTidigare
How can I prove that impedance Z around the constant reflexion circle is at its maximum where the imaginary part vanishes.
Couldn't I have Z=sqrt(R^2 + X^2) > sqrt(R_max^2 + 0^2) somewhere along a constant Gamma-circle?
/StoppTidigare