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Transcript
Reflection and
Light
Flat Mirrors
Reflection of Light
• Reflection – the turning back of an electromagnetic wave
at the surface of a substance
– A good mirror can reflect about 90 percent of the incoming light
• Diffuse reflection – light reflected from a rough textured
surface
– Reflected waves are scattered
• Specular reflection – light reflected from a smooth shiny
surface such as a mirror or still water
– Light is reflected in only one direction
Reflection of Light
Reflection of Light
• Incoming and reflected angles are equal
– Law of reflection – the angle of incoming light ray is equal to the angle of
reflected light ray in specular reflection
• Angle of incidence – the angle between a ray that strikes a surface and
the normal to that surface at the point of contact
– Symbolized by θ
• Angle of reflection – the angle formed by the line normal to a surface
and the direction in which a reflected ray moves
– Symbolized by θ’
Reflection of Light
Flat Mirrors
• Flat mirrors produce images behind the mirror
– Virtual image – an image formed by light rays that only appear to
intersect
• Can never be displayed on a physical surface
• Object distance – the distance from the object to the
mirror
• Image distance – the distance the image appears to be
behind the mirror’s surface
• Object distance and image distance are equal
• Object size and image size are equal
Flat Mirrors
• Ray diagrams – drawings the use
simple geometry to locate an image
formed by a mirror
• Draw the object and the mirror
– Draw the image the same height and
distance as the object
• Object distance is called p
• Image distance is called q
Flat Mirrors
• Draw two rays originating from the same location on the
object
– The first ray is perpendicular to the mirror’s surface
• Since the reflected ray will be along the same path, make it a double
headed ray
– The second ray is not perpendicular
• Draw the reflected ray; remember the angle of incidence equals the
angle of reflection
• Extend both reflected rays into the mirror (use dotted
lines to represent rays into and behind the mirror)
– Where they cross is the location of the image
Flat Mirrors