Substituting these expressions into Equation 35.8 and dividing through by d gives (35.9) R d Figure 35.17 Geometry used to derive Equation 35.9, assuming n, < ng.

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ISBN:9781938168185
Author:William Moebs, Jeff Sanny
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Chapter3: Interference
Section: Chapter Questions
Problem 22P: At what angle is the fourth-order maximum for the situation in the preceding problem?
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The magnification of the image formed by a refracting surface
is given by
                                             M = - n1q/n2p
where n1, n2, p, and q are defined as they are for as shown and as shown. A paperweight is made of a solid glass hemisphere with index of refraction 1.50. The radius of the circular cross section is 4.00 cm. The hemisphere is placed on its flat surface, with the center directly over a 2.50-mm-long line drawn on a sheet of paper. What is the length of this line as seen by someone looking vertically down on the hemisphere?

Substituting these expressions into Equation 35.8 and dividing through by d gives
(35.9)
R
Transcribed Image Text:Substituting these expressions into Equation 35.8 and dividing through by d gives (35.9) R
d
Figure 35.17 Geometry used to
derive Equation 35.9, assuming
n, < ng.
Transcribed Image Text:d Figure 35.17 Geometry used to derive Equation 35.9, assuming n, < ng.
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