7. A light ray travels from air to polycarbonate. If the angle fo incidence is 40 degrees, what is the angle of refraction? Draw & compute

Principles of Physics: A Calculus-Based Text
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ISBN:9781133104261
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Chapter26: Image Formation By Mirrors And Lenses
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7. A light ray travels from air to polycarbonate. If the angle fo incidence is 40 degrees, what is the angle of refraction? Draw & compute

INDEX OF REFRACTION
INDEX OF REFRACTION
Medium
Index of Refraction
Medium
Index of Refraction
Air
1.0
Polycarbonate
1.586
Water
1.33
Dense Flint Glass
1.616
Boro Silicate Crown Glass
1.509
Dense Flint Crown Glass
1.62
Cedar Wood Oil
1.51
Light Flint Glass
1.676
Hard Crown Glass
1.5175
Extra Dense Flint
1.690
Spectacle Crown Glass
1.52
Barium Crown
1.701
Canada Balsam
1.526
Double Extra Dense Flint Glass
1.7129
Quartz
1.55
Diamond
2.4173
Transcribed Image Text:INDEX OF REFRACTION INDEX OF REFRACTION Medium Index of Refraction Medium Index of Refraction Air 1.0 Polycarbonate 1.586 Water 1.33 Dense Flint Glass 1.616 Boro Silicate Crown Glass 1.509 Dense Flint Crown Glass 1.62 Cedar Wood Oil 1.51 Light Flint Glass 1.676 Hard Crown Glass 1.5175 Extra Dense Flint 1.690 Spectacle Crown Glass 1.52 Barium Crown 1.701 Canada Balsam 1.526 Double Extra Dense Flint Glass 1.7129 Quartz 1.55 Diamond 2.4173
Example Case Problem
A light ray travels from air to crown glass. If the
angle of incidence is 20 degrees, what is the
angle of refraction?
n sin 0=n sin ở
1.00 sin 20° = 1.52 sin ở
1.00(0.34202)=1.52 sin ở
0.34202=1.52 sin 0
1.0
1.52
0.22501 - sin e
13.00366= 0 INV SIN
13* = 0 INV DEG
1.52
n' 1.52
ANGLE OF DEVIATION
Angle of deviation is the angle produced after the Angle of Refraction.
Formula:
Ld -L-Lr
*if the angle of refraction is more than the angle of incidence then:
Ld-Lr-LI
Ld (TIR) - 180-2 u
Transcribed Image Text:Example Case Problem A light ray travels from air to crown glass. If the angle of incidence is 20 degrees, what is the angle of refraction? n sin 0=n sin ở 1.00 sin 20° = 1.52 sin ở 1.00(0.34202)=1.52 sin ở 0.34202=1.52 sin 0 1.0 1.52 0.22501 - sin e 13.00366= 0 INV SIN 13* = 0 INV DEG 1.52 n' 1.52 ANGLE OF DEVIATION Angle of deviation is the angle produced after the Angle of Refraction. Formula: Ld -L-Lr *if the angle of refraction is more than the angle of incidence then: Ld-Lr-LI Ld (TIR) - 180-2 u
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