PIRA 6A10.00 REFLECTION FROM FLAT SURFACES

DCS #DEMONSTRATIONREFERENCEABSTRACT
6A10.00Reflection From Flat Surfaces
6A10.05optical design softwareAJP 59(3),242Use commercial optical design software to model and display geometrical optics.
6A10.09reflection modelTPT 3(5),230A string and pulley arrangement shows the minimum path for reflection from a flat surface.
6A10.10blackboard optics - plane mirrorPIRA 500
6A10.10blackboard optics - plane mirrorOb-11Blackboard optics - plane mirror.
6A10.11optical disk with flat mirrorPIRA 1000
6A10.11optical disk with flat mirror6A10.11Use a single beam with the optical disk and a flat mirror element.
6A10.11optical disk with flat mirrorL-22Turn the optical disk with a single beam of light hitting the mirror.
6A10.11angle of incidence, reflectionDisc 21-20Aim a beam of light at a mirror at the center of a disc, rotate the disc.
6A10.15laser and flat mirrorPIRA 500
6A10.15laser and flat mirror6A10.15Shine a laser at a flat mirror on the lecture bench and use chalk dust to make the beam visible.
6A10.18microwave reflectionPIRA 1000
6A10.18microwave reflectionDisc 21-18Reflect a microwave beam off a metal plate into a receiver.
6A10.20diffuse and specular reflectionPIRA 500
6A10.20smooth and rough surface reflectionOb-1Chalk dust sprinkled on a mirror blurs the image of a light reflecting onto the wall.
6A10.20diffuse/specular reflectionDisc 21-19Show a beam on light reflecting off a mirror on an optics board. Replace the mirror with a sheet of paper.
6A10.21diffuse reflection34-1.5Hold frosted glass at various angles in a beam of light focused on the wall.
6A10.22aluminum foil reflectionPIRA 1000
6A10.22aluminum foil reflection6A10.22Same as AJP 50(5),473.
6A10.22scattering with aluminum foilAJP 50(5),473Reflect light off a sheet of aluminum foil, then crumple and flatten it to create many facets.
6A10.24reflection - normal and grazingL-19Place a lantern and piece of clear glass midway between two walls and show the difference between reflecting by grazing on one wall and normal reflection on the other. Also compare glass and silvered at grazing and normal incidence.
6A10.25ripple tank reflectionPIRA 1000
6A10.30corner cubePIRA 500
6A10.30corner reflectorOb-6Three reflectors are placed on the inside corner of a box.
6A10.30corner cubeL-21Two mirrors at 90 degrees or three mirrors mutually perpendicular.
6A10.30corner reflectionDisc 21-24Look at your image in a corner cube.
6A10.31large corner cubePIRA 1000
6A10.31large corner cube6A10.31
6A10.31large corner cubeAJP 50(8),765Use large mirror wall tiles (12 in sq) to make a large corner reflector.
6A10.33signaling mirror34-1.2A plane mirror with a small unsilvered area in the center is used for signaling. Diagram.
6A10.35perversionOb-9Perversion can be demonstrated in public with a license plate and a plane mirror. Sorry, no inversion.
6A10.37parity reversal in a mirrorPIRA 1000
6A10.37parity reversal in a mirrorDisc 21-22View a Cartesian coordinate system in a mirror.
6A10.40angled mirrorsPIRA 500
6A10.40angled mirrors6A10.40
6A10.40mirrors at an angleOb-4A candle placed between angled mirrors forms multiple images.
6A10.40angled mirrors34-1.1Two hinged front surface mirrors show multiple images of an object placed between them. Diagram.
6A10.40hinged mirrorsDisc 21-23Mirrors angled at 60 degrees give one object and five images arranged in a hexagon.
6A10.41hinged mirrorsL-20Place a light between two mirrors hinged together and standing vertically. Place a sheet of clear glass between the mirrors forming an isosceles triangle. A few more variations are given.
6A10.42hinged mirrors, kaleidoscopesO-1cHinged mirrors are shown at 60 and 30 degrees along with 60 and 30 degree kaleidoscopes.
6A10.43angled mirrors - laser spotsAJP 58(6),565The hyperboloid of revolution formed by the successive reflections of a laser beam on two plane angled mirrors is explained by a simple geometrical method.
6A10.44hinged mirrors theoryAJP 30(5),380The theorem of Rosendahl is applied to the hinged mirror problem to predict the number of images formed at various inclinations.
6A10.45parallel mirrorsPIRA 500
6A10.45parallel mirrorsOb-5An infinite number of images are formed with a candle between parallel images.
6A10.45barbershop mirrorsDisc 21-25Place objects between parallel mirrors and view them over one of the mirrors.
6A10.50full view mirrorPIRA 500
6A10.50full view mirror6A10.50
6A10.50height of a mirror for full viewOb-3Shades are pulled up from the bottom and down from the top covering a mirror until a person can just see their entire height.
6A10.51large plane mirrorO-1dA three foot plane mirror is used to show all of a six foot person.
6A10.60cold candlePIRA 500
6A10.60cold candle6A10.60
6A10.60candle in a glass of waterOb-2A candle in front of a plate glass forms an image in a glass of water behind.
6A10.60plane mirrorL-18A candle is placed in front of a sheet of glass and a beaker of water an equal distance behind. Place the entire apparatus on a rotating table.
6A10.60location of imageDisc 21-21Place a sheet of glass between a burning candle and a glass of water so the image of the candle appears in the glass.
6A10.65half silvered mirror boxPIRA 1000
6A10.65Mirror BoxDisc 21-26Two people look into opposite ends of a box containing a half silvered mirror in the center. As the light on one end is dimmed, the light on the other brightens, causing metamorphosis.
6A10.76sawblade opticsTPT 28(7),468Keep the sawblade perpendicular by lining up the reflection of the board in the sawblade.

ReferenceDescription
M-1Sutton
Ma-1Freier & Anderson
M-1dHilton
8-2.8Meiners
1A12.01University of Minnesota Handbook
AJP 52(1),85American Journal of Physics
TPT 15(5),300The Physics Teacher
Disc 01-01The Video Encyclopedia of Physics Demonstrations

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