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Chapter 18 Mirrors & Lenses
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Calculate the angle of total internal reflection in ignoramium (n = 4.0)
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Mirrors Smooth surfaces that reflect light waves
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Mirrors Mirrors have been used for thousands of years by polishing metal
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Mirrors Mirrors producing sharp & well defined images were developed by Jean Foucault in 1857
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Mirrors Jean Foucault developed a method to coat glass with silver making excellent mirrors
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Object The source of the spreading light waves being observed
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Image A reproduction of an object observed through lenses or mirrors
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Image When you look into a mirror, you see an image of yourself
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Plane Mirror Mirrors on smooth flat surfaces that give regular reflection and good images
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Regular Reflection All reflect waves are parallel producing a good image
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Diffuse Reflection Reflect waves from a rough surface bounce in all directions producing a poor or no image
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Objects & Images Objects & images are represented by arrows as to distinguish the top from the bottom
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dodo didi d i = d o h i = h o object image hihi hoho
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Virtual Image Light rays focus on a point behind the mirror
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Virtual Image Virtual images are erect: image & object pointing in the same direction
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Concave Mirrors Light rays are reflect from the inner (caved in) surface part of a hollow sphere
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Concave Mirrors Parallel light rays converge when reflected off of a concave mirror
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Concave Mirrors Principal axis CF F: focal point C: center of curvature
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Focal Point Point at which parallel light rays converge (reflecting from a concave mirror in this case)
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Focal Length (f) The distance between the mirror or lens and the focal point
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Center of Curvature The center of the sphere whose inner surface makes the concave mirror
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Concave Mirrors
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d o > C: d i < d o h i < h o
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Concave Mirrors
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d o = C: d i = d o h i = h o
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Concave Mirrors
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d o d o h i > h o
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Concave Mirrors
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d o h o
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Problems with Concave Mirrors:
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Draw Ray Diagram & Determine Type of Image
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Mirror & Lens Formula 1 1 1 f d o d i = +
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Mirror & Lens Formula f = focal length d o = object distance d i = image distance
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Magnification Formula h i d i h o d o =
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Magnificaton h i h o M =
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Magnification Formula M = magnification h o = object height h i = image height
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Problems
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A 5.0 cm object is placed 25.0 cm from a concave mirror with a focal length of 10.0 cm. Calculate: d i, h i, & M
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A 250 mm object is placed 25 cm from a concave mirror whose center of curvature is 250 mm. Calculate: d i, h i, & M
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A 15 cm object placed 75 cm from a concave mirror produces an image 50.0 cm from the mirror. Calculate: f, h i, & M
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A 50.0 mm object is placed 0.25 m from a concave mirror with a focal length of 50.0 cm. Calculate: d i, h i, & M
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Convex Mirrors Light rays are reflected from the outer surface part of a sphere
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Convex Mirrors Parallel light rays diverge when reflected off of a convex mirror
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Convex Mirrors d o < f: d i = BM h i < h o
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Spherical Aberration The parallel rays reflected off of the edges of a spherical concave mirror miss the focal point, blurring the image.
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Spherical Aberration This is corrected by using a parabolic concave mirror
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Lenses Transparent material that allows that light to pass through, but refracts the light rays
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Concave Lenses Caved in lenses where the center is thinner than the edges
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Convex Lenses Bulging lenses where the center is thicker than the edges
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Concave Lenses Parallel light rays diverge when passing through a concave lens
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Convex Lenses Parallel light rays converge when passing through a convex lens
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Convex Lenses
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Concave Lenses
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Chromatic Aberration The parallel rays passing through a lens are refracted at the edges more so than at the center dispersing the colors
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Chromatic Aberration Corrected through lens coating or double lens effect
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Achromatic Lens A lens that has been made so that there is no chromatic aberration
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Find the image
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Eye Glasses Concave lenses correct nearsightedness Convex lenses correct farsightedness
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Nearsighted Sees close-up well, but cannot see distances very well
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Farsighted Sees distances well, but cannot see close- up very well
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A 150 cm object placed 75 cm from a concave mirror produces an image 250 cm from the mirror. Draw & Calculate: f, h i, & M
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A 250 cm object placed 1.5 m from a convex lens with a focal length 50.0 cm from the mirror. Calculate: d i, h i, & M
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A 350 cm object placed 150 cm from a convex mirror with a focal length -75 cm from the mirror. Calculate: d i, h i, & M
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Draw Ray Diagram & Determine Type of Image Mirror
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Draw Ray Diagram & Determine Type of Image
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Mirror
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Draw the Ray Diagram
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Convex Lenses
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