Snell's Law, Total Internal Reflection, and Dispersion by Jared Rovny, PhD

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About the Lecture

The lecture Snell's Law, Total Internal Reflection, and Dispersion by Jared Rovny, PhD is from the course Geometrical Optics. It contains the following chapters:

  • Total Internal Reflection
  • Dispersion

Included Quiz Questions

  1. The beam would bend more and more until the refraction angle approaches zero and the beam is traveling vertically relative to the surface of the medium.
  2. The beam would bend more and more to go parallel to the surface of the medium.
  3. The beam would stop bending and continue on a straight path.
  4. A beam cannot get into a medium with an increasing index of refraction
  5. The beam would entirely reflect from the surface.
  1. Light bends towards the normal when going from a lower to a higher index of refraction medium.
  2. Light bends away from the normal when going from a lower to a higher index of refraction medium.
  3. From a lower to a higher index of refraction medium, reflected light bends towards the normal.
  4. From a lower to a higher index of refraction medium, reflected light bends away from the normal.
  5. Since the speed of the light decreases when going from a lower index to a higher index medium, total internal reflection cannot occur.
  1. θ₁ = 46°
  2. θ₁ = 42°
  3. θ₁ = 36°
  4. θ₁ = 15°
  5. θ₁ = 0°
  1. White light enters a prism and splits into many colors
  2. A beam of monochromatic light enters a lens and bends
  3. Light moving along a path reflects in such a way that none is transmitted past the boundaries
  4. Two light rays enter a lens and interfere on the other side
  5. A beam of light hits a surface and refracts exactly along the surface

Author of lecture Snell's Law, Total Internal Reflection, and Dispersion

 Jared Rovny, PhD

Jared Rovny, PhD


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