Chapter 30: Problem 2
Why does a spoon appear bent when it's in a glass of water?
Chapter 30: Problem 2
Why does a spoon appear bent when it's in a glass of water?
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A slab of transparent material has thickness \(d\) and refractive index \(n\) that varies across the material: \(n(x)=n_{1}+\left(n_{2}-n_{1}\right)(x / d)^{2}\) where \(x\) is measured from one face of the slab. A light ray is incident normally on the slab. Find an expression for the time it takes to traverse the slab.
White light goes from air through a glass slab with parallel surfaces. Will its colors be dispersed when it emerges from the glass?
The refractive index of a human cornea is \(1.40 .\) If 550 -nm light strikes a cornea at incidence angle \(25^{\circ},\) find (a) the angle of refraction and (b) the wavelength in the cornea.
Information in a compact disc is stored in "pits" whose depth is essentially one-fourth the wavelength of the laser light used to "read" the information. That wavelength is \(780 \mathrm{nm}\) in air, but the wavelength on which the pit depth is based is measured in the \(n=1.55\) plastic that makes up most of the disc. Find the pit depth.
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