Refraction: Reflection after passing the critical angle

In summary, the conversation discusses the concept of reflection in relation to the angle of incidence and the critical angle. The participants question whether this type of reflection, known as total internal reflection, follows the same rules as normal reflection. The advantages of using total reflection prisms over ordinary mirrors are also mentioned, such as the higher reflection efficiency and elimination of problems with multiple reflections. The concept of multiple reflections is further explained as a cause of absorption losses in mirrors. The conversation concludes with a clarification of the terms "front surface" and "back surface" in relation to mirrors, and a query about "co axial rays."
  • #1
rishch
106
1
If the angle of incidence is greater than the critical angle then it is reflected back into same medium. Is this reflection normal reflection? (as in it obeys all the rules of reflection, like reflection in mirrors) Or is it a bit different?
 
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  • #2
And also, in my book, under total reflection prisms, they've given the advantages of total reflection prisms as-

The reflection efficiency is nearly 100% as against an ordinary plane mirror whose reflectivity is poor.

There is is no problem of multiple reflections in the case of prisms while this problem spoils the quality of images in mirrors.

How can a plane mirror have poor reflectivity? What happens to the light that is not reflected? I thought mirrors reflected all the light.

And what do they mean by multiple reflection?
 
  • #3
Total internal reflection follows normal reflection rules.

Mirror absorbs a portion of the light. It also reflects both at the front glass surface and the back surface, that's the multiple-reflection problem the book mentions. Light reflected from the back surface might be reflected back into the mirror again by the front surface, and so on. This will contribute to the absorption losses as well.
 
  • #4
By front surface you mean the surface of the glass and by back portion you mean the silver reflecting surface on the back right? Oh and what are co axial rays? (Sorry for adding questions every post)
 
  • #5


This type of reflection is known as total internal reflection and it follows the same rules as normal reflection, such as the law of reflection. However, it is different in that it occurs when light passes from a medium with a higher refractive index to a medium with a lower refractive index, and the angle of incidence is greater than the critical angle. This results in all of the light being reflected back into the original medium instead of being transmitted through the second medium. This phenomenon is commonly observed in situations such as mirages and fiber optics. So while it follows the same principles as normal reflection, it is a unique type of reflection that occurs under specific conditions.
 

Related to Refraction: Reflection after passing the critical angle

What is refraction?

Refraction is the bending of light as it passes through a medium, such as air, water, or glass. This occurs because light travels at different speeds in different mediums.

What is the critical angle?

The critical angle is the angle at which light is no longer refracted and instead is reflected back into the medium it came from. This occurs when the light is passing from a more dense medium to a less dense medium.

How does refraction cause reflection after passing the critical angle?

When light passes through a medium, it is refracted and the direction of the light is changed. However, when the angle of incidence is greater than the critical angle, the light is completely reflected back into the medium it came from. This is known as total internal reflection.

What are some real-life examples of refraction and reflection after passing the critical angle?

Some examples include the mirage effect on hot roads, the sparkle of diamonds, and the reflection of light in a fish tank or swimming pool.

How does the critical angle vary for different mediums?

The critical angle depends on the index of refraction of the two mediums involved. The higher the index of refraction, the smaller the critical angle will be. For example, the critical angle of light passing from water to air is smaller than the critical angle of light passing from glass to air.

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