Why does light refract toward the normal

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SUMMARY

Light refracts toward the normal when passing from a medium with a lower index of refraction to one with a higher index, as described by Snell's Law. The relationship is defined mathematically by the equation n1*sin(θ1) = n2*sin(θ2), where n represents the indices of refraction and θ represents the angles of incidence and refraction. When light enters a medium with a higher refractive index, it slows down, causing the light to bend toward the normal line. This phenomenon can be visualized using simulations such as the PhET Bending Light simulation.

PREREQUISITES
  • Understanding of Snell's Law and its mathematical formulation
  • Familiarity with the concept of indices of refraction
  • Basic knowledge of wave behavior in different media
  • Experience with interactive simulations, particularly PhET simulations
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  • Explore the PhET Bending Light simulation for practical understanding
  • Study the wave nature of light and its implications on refraction
  • Investigate the concept of light speed in various media
  • Learn about the applications of Snell's Law in optical design
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Students of physics, educators teaching optics, and anyone interested in the principles of light behavior and refraction.

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why does light refract toward the normal when passing through glass?
 
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The paths of light are reversible.
Instead sending light from medium 1 to medium 2, send light from medium 2 to medium 1.
(Try the PhET simulation.)

Since the Law of Refraction says:
##n_1\sin\theta_1 =n_2\sin\theta_2##,
or equivalently ##\frac{n1}{n2}=\frac{\sin\theta_2}{\sin\theta_1}##,
if ##\frac{n1}{n2}<1## (when entering a higher-n-medium),
then ##\frac{\sin\theta_2}{\sin\theta_1}<1##... but this means ##\frac{\theta_2}{\theta_1}<1## since the sine function is always increasing between 0 and 90.
 
Explain further
 
The light slows down, but how can it be explained that this slowing down causes it to be refracted toward the normal?
 
physdoc said:
The light slows down, but how can it be explained that this slowing down causes it to be refracted toward the normal?
I answered it: because it covers less distance in the same time.
 
physdoc said:
I answered it: because it covers less distance in the same time.
Yes... check out the "wave" (as opposed to the "ray") version of the PhET simulation.
 
Thanks
 
  • #10
If you draw a triangle, with each of the rays as legs and connect them with a straight line running perpendicular to the normal, which shows that the original leg is longer than the refracted ray, right?
 
  • #11
Remember that rays are only an approximation to real light, which is a wave. The light refracts towards the normal upon entering a medium with a higher refractive index because it travels slower inside the medium. See the image below. (Blue and Green arrows are the light ray)

Notice how the wavelength of the incoming light wave (blue lines) is larger than the wave inside the medium (green lines). This is because the speed of the wave is slower inside the medium than outside, while the frequency remains the same. The part of the wavefront first entering the medium is slowed down, allowing the parts yet to enter the medium to 'catch up' to it. When these later parts enter the medium they interfere with the part already there, and the interference of the different parts of the wavefront results in a change in the direction of the wavefront towards normal.

300px-Refraction_-_Huygens-Fresnel_principle.svg.png
 

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