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Refraction of Light Lenses
Physics 1161: Pre-Lecture 17 Refraction of Light Lenses sections 26-3 – 26-5 1
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Light Doesn’t Just Bounce It Also Refracts!
Reflects: Bounces qi = qr qi qr Refracts: Bends n1 sin(q1)= n2 sin(q2) q1 q2 n2 n1
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Index of Refraction 186,000 mi/s (3 x 108m/s): it’s not just a good idea, it’s the law! Speed of light in vacuum Speed of light in medium Index of refraction so always!
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Indices of Refraction
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Snell’s Law n1 sin(q1)= n2 sin(q2)
When light travels from one medium to another the speed changes v = c/n, but the frequency is constant. So the light bends: n1 sin(q1)= n2 sin(q2)
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Shape of a Lens
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Types of Lenses
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Lens Terms
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Three Rays to Locate Image
Ray parallel to axis bends through the focus. Ray through the focus bends parallel to axis. Ray through center of lens passes straight through.
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Characterizing the Image
Images are characterized in the following way Virtual or Real Upright or Inverted Reduced, Enlarged, Same Size
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Object Beyond 2f Image is Real Inverted Reduced
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Object at 2f Image is Real Inverted Same size
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Object Between 2f and f Image is Real Inverted Enlarged
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Object at F No Image is Formed!
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Object Closer than F Image is Virtual Upright Enlarged
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Converging Lens Images
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Concave (Diverging) Lens
Ray parallel to axis refracts as if it comes from the first focus. Ray which lines up with second focus refracts parallel to axis. Ray through center of lens doesn’t bend.
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Image Formed by Concave Lens
Image is always Virtual Upright Reduced
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Concave Lens Image Distance
As object distance decreases Image distance decreases Image size increases
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Image Characteristics
CONVEX LENS – IMAGE DEPENDS ON OBJECT POSITION Beyond F: Real; Inverted; Enlarged, Reduced, or Same Size Closer than F: Virtual, Upright, Enlarged At F: NO IMAGE CONCAVE LENS – IMAGE ALWAYS SAME Virtual Upright Reduced
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Lens Equations convex: f > 0; concave: f < 0
do di convex: f > 0; concave: f < 0 do > 0 if object on left of lens di > 0 if image on right of lens otherwise di < 0 ho & hi are positive if above principal axis; negative below
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