=) A generator with internal impedance Z,= 300 2 is connected to a 300-42 lossless- transmission line. The line length is /=7.12 where à is the signal wavelength on the transmission line. The line is terminated in a load with impedance Z₁ = 50+ /100. Given the transmission line input voltage v. (r) = 100 sin(ax + Determine: (a) Z₁, at the input to the transmission line. (b) The load voltage V₁. Vi (t) = 100 cos(wt) V = 100 0 = 100 (c) The generator voltage . (d) Compute the time-average power delivered by the generator, P. and the time-average power delivered to the load, P.

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1.f
ts) A generator with internal impedance Z, = 300 2 is connected to a 300-42 lossless-
transmission line. The line length is /=7.12 where & is the signal wavelength on
the transmission line. The line is terminated in a load with impedance
Z₁ = 50+ /100. Given the transmission line input voltage v. (r) = 100 sin(x + 7).
Determine:
(a) Z, at the input to the transmission line.
(b) The load voltage V₁.
Zz,
Electromagnetics
(c) The generator voltage ,.
(d) Compute the time-average power delivered by the generator, P.
and the time-average power delivered to the load, P.
1₁
+
7,1(271)
Vi (t) = 100 cos(wt)
V₁ = 100 e0=100
Z₁ V₁₂
Bl= 7,1(271)
Transcribed Image Text:1.f ts) A generator with internal impedance Z, = 300 2 is connected to a 300-42 lossless- transmission line. The line length is /=7.12 where & is the signal wavelength on the transmission line. The line is terminated in a load with impedance Z₁ = 50+ /100. Given the transmission line input voltage v. (r) = 100 sin(x + 7). Determine: (a) Z, at the input to the transmission line. (b) The load voltage V₁. Zz, Electromagnetics (c) The generator voltage ,. (d) Compute the time-average power delivered by the generator, P. and the time-average power delivered to the load, P. 1₁ + 7,1(271) Vi (t) = 100 cos(wt) V₁ = 100 e0=100 Z₁ V₁₂ Bl= 7,1(271)
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