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5 In the situation in Example Problem 2, what would be the thinnest film that would create a reflected red ( 635 nm) band 6 A glass lens has a nonreflective coating placed on it If a film of magnesium fluoride, n 138, is placed on the glass, n 152, how thick should the layer be to keep yellowgreen light from being reflected 7 A silicon solar cell has a nonreflective coating placed on it If a film of sodium monoxide, n 145, is placed on the silicon, n 35, how thick should the layer be to keep yellowgreen light ( 555 nm) from being reflected 8 You can observe thin-film interference by dipping a bubble wand into some bubble solution and holding the wand in the air What is the thickness of the thinnest soap film at which you would see a black stripe if the light illuminating the film has a wavelength of 521 nm Use n 133 9 What is the thinnest soap film (n 133) for which light of wavelength 521 nm will constructively interfere with itself



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2 public class GiveUp { 3 public static void main(String[] args) throws Exception { 4 try { 5 assert false; 6 Systemoutprint("t "); 7 } 8 catch (Error e) { 9 Systemoutprint("c "); 10 throw new Exception(); 11 } 12 finally { Systemoutprint("f "); } 13 } }

Figure 19-7 The Morpho butterfly has a blue color that shimmers iridescently (a) An electron microscope is used to view a cross section of the wing looking down the length of the ridges (b) The ridges are steplike structures Matched pairs of light rays from a single step and from multiple steps can interfere (c)





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Thin-film interference also occurs naturally on the wings of the Morpho butterfly, shown in Figure 19-7a The shimmering blue of the butterfly is caused by ridges that project up from the ground scales of the wings, as shown in Figure 19-7b Light is reflected from and refracted through a series of steplike structures, as diagrammed in Figure 19-7c, forming a blue interference pattern that appears to shimmer to those who see the butterfly

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10 Film Thickness Lucien is blowing bubbles and holds the bubble wand up so that a soap film is suspended vertically in the air What is the second thinnest width of the soap film at which he could expect to see a bright stripe if the light illuminating the film has a wavelength of 575 nm Assume the soap solution has an index of refraction of 133 11 Bright and Dark Patterns Two very narrow slits are cut close to each other in a large piece of cardboard They are illuminated by monochromatic red light A sheet of white paper is placed far from the slits, and a pattern of bright and dark bands is seen on the paper Describe how a wave behaves when it encounters a slit, and explain why some regions are bright while others are dark 12 Interference Patterns Sketch the pattern described in problem 11

13 Interference Patterns Sketch what happens to the pattern in problem 11 when the red light is replaced by blue light 14 Film Thickness A plastic reflecting film (n 183) is placed on an auto glass window (n 152) a What is the thinnest film that will reflect yellowgreen light b Unfortunately, a film this thin cannot be manufactured What is the next-thinnest film that will produce the same effect 15 Critical Thinking The equation for wavelength from a double-slit experiment uses the simplification that is small so that sin tan Up to what angle is this a good approximation when your data has two significant figures Would the maximum angle for a valid approximation increase or decrease as you increase the precision of your angle measurement

What is the result A c B c f C t f D Compilation fails E "c f " followed by an uncaught exception 4 Given:

Explain how diffraction gratings form diffraction patterns Describe how diffraction gratings are used in grating spectrometers Discuss how diffraction limits the ability to distinguish two closely spaced objects with a lens

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n 16, you learned that smooth wave fronts of light spread when they are diffracted around an edge Diffraction was explained using Huygens principle that a smooth wave front is made up of many small point-source wavelets The cutting of coherent light on two edges spaced closely together produces a diffraction pattern, which is a pattern on a screen of constructive and destructive interference of Huygens wavelets

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