Determine the optical path difference for the two waves A and B both having wavelengths of 500 nm, as depicted in the following figure. For the first wave, the light propagates through a glass structure (with two side thicknesses of 0.5 cm) that is 10 cm wide. Note that the side thickness on either side of the container is 0.5 cm, and that indices of refraction for the glass and water are ngi = 1.52 and nwa = 1.33, respectively. In other words, if the two waves start out in-phase, find their relative phase difference at the finishing line. Figure P.7.6 Start 0.5 cm 10 cm 0.5 cm B 100 cm A Finish

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Determine the optical path difference for the two waves A and B both having wavelengths of 500 nm,
as depicted in the following figure. For the first wave, the light propagates through a glass structure
(with two side thicknesses of 0.5 cm) that is 10 cm wide. Note that the side thickness on either side of
the container is 0.5 cm, and that indices of refraction for the glass and water are ngi = 1.52 and nwa =
1.33, respectively. In other words, if the two waves start out in-phase, find their relative phase
difference at the finishing line.
Figure P.7.6
Start
0.5 cm
10 cm
0.5 cm
B
100 cm
A
Finish
Transcribed Image Text:Determine the optical path difference for the two waves A and B both having wavelengths of 500 nm, as depicted in the following figure. For the first wave, the light propagates through a glass structure (with two side thicknesses of 0.5 cm) that is 10 cm wide. Note that the side thickness on either side of the container is 0.5 cm, and that indices of refraction for the glass and water are ngi = 1.52 and nwa = 1.33, respectively. In other words, if the two waves start out in-phase, find their relative phase difference at the finishing line. Figure P.7.6 Start 0.5 cm 10 cm 0.5 cm B 100 cm A Finish
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