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Refraction and Snell

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... traveling in air hits a glass window at an incident angle ... Total Internal Reflection Total Internal Reflection, idea of the critical angle ... – PowerPoint PPT presentation

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Title: Refraction and Snell


1
Refraction and Snells Law
2
Refraction bending of light at the interface of
2 different materials

3
Refraction
  • In the Refraction lab you saw the laser light
    change angles when it traveled from air into
    water or oil.
  • Light changes directions because it changes
    speed it actually travels slower in water,
    glass, oil, etc.

4
Snells Law
  • Snells Law the equation for refraction
  • nin sinTin nout sinTout

5
Snells Law
  • n index of refraction property of the
    material
  • nair 1.0
  • nwater 1.3
  • nglass 1.5
  • ndiamond 2.4
  • n speed of light in air / speed of light in
    other material

6
Example
  • Light traveling in air hits a glass window at an
    incident angle of 30 degrees. What is the
    refracted angle in the glass?
  • ninsinTin noutsinTout
  • 1.0 sin 30 1.5 sin T out
  • Tout 19.5 degrees

7
Total Internal Reflection
  • Total internal reflection occurs when light
    attempts to pass from a more optically dense
    medium to a less optically dense medium at an
    angle greater than the critical angle. When this
    occurs there is no refraction, only reflection.
  • Total internal reflection can be used for
    practical applications like fiber optics.

8
Total Internal Reflection, idea of the critical
angle
  • The incident angle that causes the refracted ray
    to skim right along the boundary of a substance
    is known as the critical angle, ?c.
  • The critical angle is the angle of incidence that
    produces an angle of refraction of 90º.
  • If the angle of incidence exceeds the critical
    angle, the ray is completely reflected and does
    not enter the new medium.
  • A critical angle only exists when light is
    attempting to penetrate a medium of higher
    optical density than it is currently traveling
    in.

9
Critical Angle Sample Problem
Calculate the critical angle for the diamond-air
boundary.
?c sin-1 (nr / ni) sin-1 (1 / 2.42)
24.4? Any light shone on this boundary beyond
this angle will be reflected back into the
diamond.
air
diamond
?c
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