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Refraction of light

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REFRACTION OF LIGHT From principles to applications
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Page 1: Refraction of light

REFRACTION OF LIGHTFrom principles to applications

Page 2: Refraction of light

What is refraction?

□This refers to the bending of light due to difference in transmitting medium.

□The degree of refraction is affected by the nature of the medium.

Page 3: Refraction of light

Snell’s Law

□A law that describes mathematically the relationship between the angles of incidence and refraction

□n1sinθi = n2sinθr

Page 4: Refraction of light

Snell’s Law

Page 5: Refraction of light

Index of Refraction

□A value that describes how light travels in a medium.

□It is simply the ratio of the velocity of light in vacuum over the velocity of light in a medium.

□n = c/v□c = 3 x 108 m/s

Page 6: Refraction of light

Index of Refraction of Some Materials

Medium Index of refraction (n)

Vacuum 1.0000

Air 1.0003

Water 1.33

Ethyl alcohol 1.36

Fused quartz 1.46

Crown glass 1.52

Light flint 1.58

Lucite 1.51

Sodium chloride

1.53

Diamond 2.42

Page 7: Refraction of light

Rule of the thumb…

□Index of refraction of a material is inversely proportional to the velocity of light

□Therefore, if light travels in a medium with HIGH index of refraction, light SLOWS DOWN

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Total Internal Reflection

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Fiber optics

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Fiber optics

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Fiber optics

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Binoculars and periscopes

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Sample Problems on Snell’s Law

□A flashlight beam strikes the surface of apane of glass (n = 1.58) at a 63° angle to the normal. What is the angle of refraction?

□A diver shines a flashlight upward beneath the water at a 42.5° angle to the vertical. At what angle does the light leave the water?

Page 14: Refraction of light

Sample Problems on Snell’s Law

□An aquarium filled with water has flat glass sides whose n = 1.52. A beam of light from outside the aquarium strikes the glass at 43.5° angle to the perpendicular. What is the angle of this light ray when it enters □(a) glass?□(b) water?

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Sample Problems on Snell’s Law

□The critical angle for a certain liquid-air surface is 47.7°. What is the index of refraction of the liquid?

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LENSESApplications of refraction

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What is a lens?

□Any transparent substance or material shaped so as to focus or spread light rays that pass through it for the purpose of forming an image.

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Types of lens

CONVERGING OR CONVEX LENS

DIVERGING OR CONCAVE LENS

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Family of Lens

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Family of Lens

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RAY TRACINGImages formed by lenses

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Ray Tracing for Lenses

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Object beyond 2F

Image is real, inverted and diminishedExample: Camera

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Object at 2F

Image is real, inverted the same size as the objectExample: Photocopier

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Object between C and F

Image is real, inverted and enlargedExample: Overhead projector

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Object at F

No image is formed. Example: Lighthouse spotlight

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Object between F and O

Virtual, upright and enlargedExample: Magnifying glass

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For images formed by concave lens

Always virtual, upright and diminished

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LENS EQUATIONMathematical approach

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Lens Equation

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Sign Convention for Lenses

Lens f do di

Real Virtual

Convex + + + -

Concave - + -

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Sample Problems on Lens Equation

□What is the position and size of the image of a 7.6-cm high flower placed 1 m from a 50 mm focal length camera lens (convex)?

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Sample Problems on Lens Equation

□Where must a small insect be placed if 25 cm focal length diverging lens is to form a virtual image 20 cm in front of a lens?

Page 34: Refraction of light

Sample Problems on Lens Equation

□A stamp collector uses a converging lens with focal length 24 cm to view a stamp 18 cm in front of the lens. □a. Where is the image located? □b. What is the magnification?

Page 35: Refraction of light

Sample Problems on Lens Equation

□An object is placed 10 cm from a 15-cm focal length converging lens. Determine the image position and size.

Page 36: Refraction of light

Sample Problems on Lens Equation

□An object is placed 12 cm from a lens with 15 cm focal length. Will the image be real or virtual if the lens is (a) converging (b) diverging?

Page 37: Refraction of light

THE LENSMAKER’S EQUATION

Beyond thin lenses

Page 38: Refraction of light

In cases like this…

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Lensmaker’s Equation

Page 40: Refraction of light

Sample Problems on Lensmaker’s Equation

□A convex meniscus lens is made from glass with n = 1.50. The radius of curvature of the convex surface is 22.4 cm, and that of the concave surface is 46.2 cm. What is the focal length?

Page 41: Refraction of light

Sample Problems on Lensmaker’s Equation

□A double concave lens has a surface radii of 34.2 cm and 23.8 cm. What is the focal length is n = 1.52?

Page 42: Refraction of light

Sample Problems on Lensmaker’s Equation

□A Lucite planoconcave lens has one flat surface and the other has R = -18.4 cm. What Is the focal length?


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