Medium 1 (n₁ = 1.37) and medium 2 (n₂= 4.80) are two rectangular- shaped layers stacked together. An incident ray in medium 2 makes a right triangle with sides AB and BC; AB is along the normal direction of the interface. If the height of AB is h = 8.8 m, what is the minimum distance of BC (unit in meters) that will result in total internal reflection at the interface?

Modern Physics
3rd Edition
ISBN:9781111794378
Author:Raymond A. Serway, Clement J. Moses, Curt A. Moyer
Publisher:Raymond A. Serway, Clement J. Moses, Curt A. Moyer
Chapter5: Matter Waves
Section: Chapter Questions
Problem 14P
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Medium 1 (n₁= 1.37) and medium 2 (n₂= 4.80) are two rectangular-
shaped layers stacked together. An incident ray in medium 2 makes a
right triangle with sides AB and BC; AB is along the normal direction
of the interface. If the height of AB is h = 8.8 m, what is the minimum
distance of BC (unit in meters) that will result in total internal
reflection at the interface?
Transcribed Image Text:Medium 1 (n₁= 1.37) and medium 2 (n₂= 4.80) are two rectangular- shaped layers stacked together. An incident ray in medium 2 makes a right triangle with sides AB and BC; AB is along the normal direction of the interface. If the height of AB is h = 8.8 m, what is the minimum distance of BC (unit in meters) that will result in total internal reflection at the interface?
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