95 A continuous traveling wave with amplitude A is incident on a boundary. The continuous reflection, with a smaller amplitude B, travels back through the incoming wave. The resulting interference pattern is displayed in Fig. 16-51. The standing wave ratio is defined to be A + B A - B SWR = The reflection coefficient R is the ratio of the power of the reflected wave to the Amas. Amin Amax power of the incoming wave and is thus proportional to the ratio (BIA). What is the SWR for (a) total reflection and (b) no reflection? (c) For SWR = 1.50, what is R expressed as a percentage? Figure 16-51 Problem 95.

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95 A continuous traveling wave with amplitude A is incident on
a boundary. The continuous reflection, with a smaller amplitude B,
travels back through the incoming wave. The resulting interference
pattern is displayed in Fig. 16-51. The standing wave ratio is
defined to be
A + B
А - В
SWR =
The reflection coefficient R
is the ratio of the power of
the reflected wave to the
Amax
Amin
Anax
power of the incoming wave
and is thus proportional to
the ratio (BIA). What is the
SWR for (a) total reflection
and (b) no reflection? (c) For SWR = 1.50, what is R expressed as a
percentage?
Figure 16-51 Problem 95.
Transcribed Image Text:95 A continuous traveling wave with amplitude A is incident on a boundary. The continuous reflection, with a smaller amplitude B, travels back through the incoming wave. The resulting interference pattern is displayed in Fig. 16-51. The standing wave ratio is defined to be A + B А - В SWR = The reflection coefficient R is the ratio of the power of the reflected wave to the Amax Amin Anax power of the incoming wave and is thus proportional to the ratio (BIA). What is the SWR for (a) total reflection and (b) no reflection? (c) For SWR = 1.50, what is R expressed as a percentage? Figure 16-51 Problem 95.
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