P7.11. Standing-wave parameters for a line terminated by a reactive load. For a line of characteristic impedance Zo terminated by a purely reactive load jX, show that the SWR is equal to infinity and the value of dmin is (A/2π) [π - tan ¹(X/Zo)] for X > 0 and (A/2π) tan¹(|X|/Zo) for X < 0. P7.12. Finding the load impedance from standing-wave measurements. A slotted coax- ial line of characteristic impedance 75 was used to measure an unknown load

Power System Analysis and Design (MindTap Course List)
6th Edition
ISBN:9781305632134
Author:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Publisher:J. Duncan Glover, Thomas Overbye, Mulukutla S. Sarma
Chapter4: Transmission Line Parameters
Section: Chapter Questions
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Please do problem 7.11
P7.11. Standing-wave parameters for a line terminated by a reactive load. For a line of
characteristic impedance Zo terminated by a purely reactive load jX, show that
the SWR is equal to infinity and the value of dmin is (A/2π) [π - tan ¹(X/Zo)]
for X > 0 and (A/2π) tan¹(|X|/Zo) for X < 0.
P7.12. Finding the load impedance from standing-wave measurements. A slotted coax-
ial line of characteristic impedance 75 was used to measure an unknown load
Transcribed Image Text:P7.11. Standing-wave parameters for a line terminated by a reactive load. For a line of characteristic impedance Zo terminated by a purely reactive load jX, show that the SWR is equal to infinity and the value of dmin is (A/2π) [π - tan ¹(X/Zo)] for X > 0 and (A/2π) tan¹(|X|/Zo) for X < 0. P7.12. Finding the load impedance from standing-wave measurements. A slotted coax- ial line of characteristic impedance 75 was used to measure an unknown load
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