A transmission line of electric length 1 = 0.375 2, and operates at a frequency of 1 GHz, is terminated in a load impedance ZL = 50-j102. The line parameters are (L= 400 nH/m), (C = 75 pF/m), (G= 15uU/m) and R = 40 mn/m, assume the Vg = 5V and Zs=20 2. Find the following for the lossless case transmission line: 1. The characteristic impedance (Zo) and the reflection factor at the load terminal ₁. 2. The propagation constant (y), Attenuation Coefficient (a), Phase Constant (B) and the phase velocity (vp) 3. Input impedance Zin and at the input terminal l'in. 4. The average power at input the transmission line Pin (Pav') and the average power delivered to the load PL(Pav). 5. If the condition of the line above is not in lossless case, prove that it case is in distortion-less.
A transmission line of electric length 1 = 0.375 2, and operates at a frequency of 1 GHz, is terminated in a load impedance ZL = 50-j102. The line parameters are (L= 400 nH/m), (C = 75 pF/m), (G= 15uU/m) and R = 40 mn/m, assume the Vg = 5V and Zs=20 2. Find the following for the lossless case transmission line: 1. The characteristic impedance (Zo) and the reflection factor at the load terminal ₁. 2. The propagation constant (y), Attenuation Coefficient (a), Phase Constant (B) and the phase velocity (vp) 3. Input impedance Zin and at the input terminal l'in. 4. The average power at input the transmission line Pin (Pav') and the average power delivered to the load PL(Pav). 5. If the condition of the line above is not in lossless case, prove that it case is in distortion-less.
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