4. For a lossless coaxial transmission line of characteristic impedance 502 and wave phase velocity 2.0 x 10* m/s, and terminated with a load of impedance Z. = 75 -j 30 2. For an operation frequency of f= 1.0 GHz, (a) find the wavelength and phase constant of voltage waves on the transmission line, using the Smith Chart to find (b) the standing wave ratio on the line, S = ??. (c) the reflection coefficient at the load. (d) the load admittance. (e) the input admittance and reflection coefficient at a distance 5.0 cm from the load. () the distance from the load to the first voltage minimum and the corresponding input impedance. 5. The transmission line in problem 4 becomes lossy with an attenuation constant a = 0.1 Np/m, and is terminated by an "short-circuited load", using the Smith Chart to find the reflection coefficient at a distance 40 cm from the load.

4. For a lossless coaxial transmission line of characteristic impedance 502 and wave phase velocity 2.0 x 10* m/s, and terminated with a load of impedance Z. = 75 -j 30 2. For an operation frequency of f= 1.0 GHz, (a) find the wavelength and phase constant of voltage waves on the transmission line, using the Smith Chart to find (b) the standing wave ratio on the line, S = ??. (c) the reflection coefficient at the load. (d) the load admittance. (e) the input admittance and reflection coefficient at a distance 5.0 cm from the load. () the distance from the load to the first voltage minimum and the corresponding input impedance. 5. The transmission line in problem 4 becomes lossy with an attenuation constant a = 0.1 Np/m, and is terminated by an "short-circuited load", using the Smith Chart to find the reflection coefficient at a distance 40 cm from the load.

Introductory Circuit Analysis (13th Edition)

13th Edition

ISBN:9780133923605

Author:Robert L. Boylestad

Publisher:Robert L. Boylestad

Chapter1: Introduction

Section: Chapter Questions

Problem 1P: Visit your local library (at school or home) and describe the extent to which it provides literature...

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