Ch 15 1 Refraction Definition Refraction Change in

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Ch 15. 1 - Refraction

Ch 15. 1 - Refraction

Definition: Refraction Change in speed of light as it moves from one medium to

Definition: Refraction Change in speed of light as it moves from one medium to another. Can cause bending of the light at the interface between media.

Index of Refraction • The ratio of the speed of light in a vacuum

Index of Refraction • The ratio of the speed of light in a vacuum to its speed in a given transparent medium

Index of Refraction n= speed of light in vacuum speed of light in medium

Index of Refraction n= speed of light in vacuum speed of light in medium n = c/v

Snell’s Law angle of incidence n 1 n 2 1 n 1 sin 1

Snell’s Law angle of incidence n 1 n 2 1 n 1 sin 1 = n 2 sin 2 2 angle of refraction

n 1 < n 2 light bends toward normal n 1 n 2 1

n 1 < n 2 light bends toward normal n 1 n 2 1 2

n 1 > n 2 n 1 n 2 1 light bends away from

n 1 > n 2 n 1 n 2 1 light bends away from normal 2

Homework • P 567 #1 -3 (Snell’s Law) • P 567 #1 -3 (Section

Homework • P 567 #1 -3 (Snell’s Law) • P 567 #1 -3 (Section Review)

15. 3 – Optical Phenomena

15. 3 – Optical Phenomena

Dispersion The separation of white light into colors due to different refractive indices for

Dispersion The separation of white light into colors due to different refractive indices for different wavelengths.

Dispersion Due to different indices of refraction for different wavelengths of light.

Dispersion Due to different indices of refraction for different wavelengths of light.

Useful Definitions • Total Internal Reflection – the complete reflection of light at the

Useful Definitions • Total Internal Reflection – the complete reflection of light at the boundary of two transparent media • Critical Angle – the minimum angle of incidence for which total internal reflection occurs

Critical Angle of Incidence c Light would refract 90 o so it reflects instead,

Critical Angle of Incidence c Light would refract 90 o so it reflects instead, undergoing total internal reflection. n 1 r n 2 n 1 > n 2

Calculating Critical Angle n 1 sin( 1) = n 2 sin( 2) o n

Calculating Critical Angle n 1 sin( 1) = n 2 sin( 2) o n 1 sin( 1) = n 2 sin(90 ) n 2 = n 1 sin( c)

Total Internal Reflection i r Occurs only when angle of incidence > critical angle

Total Internal Reflection i r Occurs only when angle of incidence > critical angle n 1 n 2

Homework • P 582 #1 -4, p 585 #1 -3

Homework • P 582 #1 -4, p 585 #1 -3

15. 2 – Thin lenses

15. 2 – Thin lenses

Lens types • Converging – can produce real or virtual images • Diverging –

Lens types • Converging – can produce real or virtual images • Diverging – can produce only virtual images

Ray diagrams • Same rays as we drew for mirrors • Rays will always

Ray diagrams • Same rays as we drew for mirrors • Rays will always go through the mirror (not reflected) but will be somehow bent (refracted)

Useful Definitions • Lens – a transparent object that refracts light rays, causing them

Useful Definitions • Lens – a transparent object that refracts light rays, causing them to converge or diverge to create an image. • **Big difference with mirrors** – Real is on the right side of the lens. Why? • + side of mirror is ride side • - side of mirror is left side

Converging lens #1 2 F Real, Inverted, Reduced Image F C F 2 F

Converging lens #1 2 F Real, Inverted, Reduced Image F C F 2 F

Converging lens #2 2 F Real, Inverted, True (Same size) Image F C F

Converging lens #2 2 F Real, Inverted, True (Same size) Image F C F 2 F

Converging lens #3 2 F Real, Inverted, Enlarged Image F C F

Converging lens #3 2 F Real, Inverted, Enlarged Image F C F

Converging lens #4 F Virtual, Upright, Enlarged Image C F

Converging lens #4 F Virtual, Upright, Enlarged Image C F

For converging lenses • f is positive • p is positive • q is

For converging lenses • f is positive • p is positive • q is positive for real images and negative for virtual images • M is negative for real images and positive for virtual images • hi is negative for real images and positive for virtual images

Diverging lens F Virtual, Upright, Reduced Image C F

Diverging lens F Virtual, Upright, Reduced Image C F

For diverging lenses • f is negative • p is positive • q is

For diverging lenses • f is negative • p is positive • q is negative • M is positive and < 1 • hi is positive and < ho

Homework • P 576 #1 -4

Homework • P 576 #1 -4