
Introductory Circuit Analysis (13th Edition)
13th Edition
ISBN: 9780133923605
Author: Robert L. Boylestad
Publisher: PEARSON
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Transcribed Image Text:Q8) A transmission line has the following per unit length parameters: L=0.2 µH/m C=300
pF/m R=5 2/m and G=0.01 S/m. Calculate the propagation constant and characteristic
impedance of this line at 500 MHz. Recalculate these quantities in the absence of loss
(R=G=0)
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- 4 V IV 50 45 40 35 30 25 20 15 10 5 0 distance [cm] Zo = 602 ZL A 60 lossless line terminated by load Zz has a voltage wave as shown in the figure above. Find the standing wave ratios, the load reflection coefficient I' (magnitude and phase,,), and the load ZL- -Use numbers when answering, rounding to the tenths in the format 0.0 -Input your answer in the specified units for each parameter S= type your answer... [degrees] |T|= type your answer... Or = type your answer... ZL= type your answer... +j type your answer... [N]arrow_forwardFor problems 15 and 17 A transmission line has the following per unit length parameters. R' = 0 Q/m, L' =0.4µH /m, G' = 0S /m,C' =150 pF / m Problem [15] Is this a lossless or a lossy transmission line? Problem [16] Calculate the characteristic impedance of this line at 500 MHz Problem [17] Calculate the wavelength on this line at 500 MHzarrow_forwardReturn loss for a transmission line in terms of its reflection co efficient is given by: a) -20logl l in dB where r is the reflection coefficient. b) -10logl in dB where r is the reflection coefficient c) -10log (1/l l) in dB where coefficient r is the reflection d) -20log (1/1H) in dB where r is the reflection coefficientarrow_forward
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