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Smith Chart
College of Electronics Engineering
Smith Chart
Communication Principles
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College of Electronics Engineering
For complex transmission line problems, the use of the formula
becomes increasingly difficult and inconvenient.
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Example :On the simplified Smith chart, locate the following
normalized impedances:
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
0.25
0 , 0.5
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
(To generator)
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College of Electronics Engineering
Smith Chart
d = 0.1793
The position of the
input impedance
Z(d)
= 0.1793 + 0.18
= 0.3593
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
d
max
= 0.25 - 0.1793
= 0.707
d
min
= 0.25 + 0.707
= 0.3207
0.25
0.5
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College of Electronics Engineering
Smith Chart
d
max
= 0.25 + 0.1793
= 0.4293
d
min
= 0.5 - 0.3207 =
0.1793
0.25
0.5
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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College of Electronics Engineering
Smith Chart
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