
College Physics
11th Edition
ISBN: 9781305952300
Author: Raymond A. Serway, Chris Vuille
Publisher: Cengage Learning
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Transcribed Image Text:1. Analysis of an interference effect in a clear solid shows that the wavelength of light in the solid is 330
nm. Knowing this light comes from a He-Ne laser and has a wavelength of 634 nm in air.
(a) Calculate the refractive index of the solid.
Refractive index:
(b) Identify the material using the table below.
Crown Glass
Plexiglass
Zircon
Diamond
Solids at 20C
Diamond
2.419
Fluorite
1.434
Glass, crown
1.52
Glass, flint
1.66
Ice at 20°C
1.309
Polystyrene
1.49
Plexiglas
1.51
Quartz, crystalline
1.544
Quartz, fused
1.458
Sodium chloride
1.544
Zircon
1.923
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- Pls help ASAP on the whole question.arrow_forward9. Two light waves are initially in-phase and have the same wavelength of 638 nm in air. They enter and then exit two equal length (L) parallel layers of glass with n₁ = 1.67 (layer 1) and n₂ = 1.61 (layer 2) as shown below. When the two waves exit the glass into the air, they have a phase difference of 3π/2 radians between them. Find the minimum length L for which this can occur. layer 1 layer 2 → Larrow_forwardAn extremely thin sheet of glass is being inspected at the laboratory. Illuminated by white light at near-normal incidence, the film-like sheet is 0.371 µm thick and has air on both sides. If the glass has a refractive index of 1.66, what wavelength of visible light (in nm) does it reflect most strongly? (The wavelengths of visible light range from 400 to 700 nm.) nmarrow_forward
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