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book Field and Wave Electromagnetics 2nd Edition by David Cheng cover

Field and Wave Electromagnetics 2nd Edition by David Cheng

Edition 2ISBN: 978-0201128192
book Field and Wave Electromagnetics 2nd Edition by David Cheng cover

Field and Wave Electromagnetics 2nd Edition by David Cheng

Edition 2ISBN: 978-0201128192
Exercise 36
The input impedance of an open- or short-circuited lossy transmission line has both a resistive and a reactive component. Prove that the input impedance of a very short section
The input impedance of an open- or short-circuited lossy transmission line has both a resistive and a reactive component. Prove that the input impedance of a very short section     of a slightly lossy line (     1 and     1) is approximately (a) a) Z in = (R + j L )     with a short-circuit termination.  b) Z in = ( G - j C)/[ G 2 + ( C) 2 ]    with an open-circuit termination. of a slightly lossy line (
The input impedance of an open- or short-circuited lossy transmission line has both a resistive and a reactive component. Prove that the input impedance of a very short section     of a slightly lossy line (     1 and     1) is approximately (a) a) Z in = (R + j L )     with a short-circuit termination.  b) Z in = ( G - j C)/[ G 2 + ( C) 2 ]    with an open-circuit termination. 1 and
The input impedance of an open- or short-circuited lossy transmission line has both a resistive and a reactive component. Prove that the input impedance of a very short section     of a slightly lossy line (     1 and     1) is approximately (a) a) Z in = (R + j L )     with a short-circuit termination.  b) Z in = ( G - j C)/[ G 2 + ( C) 2 ]    with an open-circuit termination. 1) is approximately
(a) a) Z in = (R + j L )
The input impedance of an open- or short-circuited lossy transmission line has both a resistive and a reactive component. Prove that the input impedance of a very short section     of a slightly lossy line (     1 and     1) is approximately (a) a) Z in = (R + j L )     with a short-circuit termination.  b) Z in = ( G - j C)/[ G 2 + ( C) 2 ]    with an open-circuit termination. with a short-circuit termination.
b) Z in = ( G - j C)/[ G 2 + ( C) 2 ]
The input impedance of an open- or short-circuited lossy transmission line has both a resistive and a reactive component. Prove that the input impedance of a very short section     of a slightly lossy line (     1 and     1) is approximately (a) a) Z in = (R + j L )     with a short-circuit termination.  b) Z in = ( G - j C)/[ G 2 + ( C) 2 ]    with an open-circuit termination. with an open-circuit termination.
Explanation
Verified
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a)
Consider the formula for input impeda...

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Field and Wave Electromagnetics 2nd Edition by David Cheng
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