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Bukhovtsev-et-al-Problems-in-Elementary-Physics

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CHAPTER 6<br />

PHYSICAL<br />

OPTICS<br />

•<br />

6-1. Interference of Light<br />

763. Two light waves are superposed <strong>in</strong> a certa<strong>in</strong> section of<br />

space and ext<strong>in</strong>guish each other. Does this mean that a quantity<br />

of light is converted <strong>in</strong>to other k<strong>in</strong>ds of energy?<br />

764. Two coherent sources of light 8 1<br />

and 8, are at a distance 1<br />

from each other. A screen is placed at a distance D ~ l from<br />

the sources (Fig. 253). F<strong>in</strong>d the distance b<strong>et</strong>ween adjacent <strong>in</strong>terference<br />

bands. near the middle of the screen (po<strong>in</strong>t A) if the<br />

sources send light with a wavelength 'A.<br />

765. Two flat mirrors form an angle close to 180 0 (Fig. 254).<br />

A source of light S is placed at equ<strong>al</strong> distances b from the<br />

mirrors. F<strong>in</strong>d the <strong>in</strong>terv<strong>al</strong> b<strong>et</strong>ween adjacent <strong>in</strong>terference bands<br />

on screen MN at a distance OA = a from the po<strong>in</strong>t of <strong>in</strong>tersection<br />

of the mirrors. The length of the light wave is known and<br />

equ<strong>al</strong> to 'A. Shield C does not <strong>al</strong>low the light to pass directly<br />

from the source to the screen.<br />

766. Lloyd's <strong>in</strong>terference experiment consisted <strong>in</strong> obta<strong>in</strong><strong>in</strong>g<br />

on a screen a pattern from source S and from its virtu<strong>al</strong> image S'<br />

<strong>in</strong> mirror AO (Fig. 255). How will the <strong>in</strong>terference pattern<br />

obta<strong>in</strong>ed from sources S and Sf differ from the pattern considered<br />

<strong>in</strong> Problem 764?<br />

t ·oS;<br />

I .....CE-------.D -----~...A<br />

l ..sz<br />

Fig. 253

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