Introduction
Internal reflection is a part of optics that explains the concept of travelling of light. When a light beam or ray travels from an optically denser medium to a rarer medium or less optically denser medium, internal reflection occurs. In such a phenomenon, some portion of the light gets reflected back into the same medium and another portion of the incident light gets refracted into the different medium. When the angle of incidence made by the incident ray is greater than the critical angle, the phenomenon is known as total internal reflection. When a light incident on a refracted surface at an angle and refracted at 90 angle then incident angle is defined as critical angle. Read further to find more about total internal reflection and its applications.Definition Of Total Internal Reflection
In short terms, total internal reflection is defined as the light ray that travels from an optically denser medium to an optically rarer medium. When the travel medium changes, the ray gets bent away from the normal. This, in turn, makes the angle of refraction more than the angle of incidence. Let’s take an example to discuss total internal reflection in detail. Consider water and air as the two mediums in which the refraction of light takes place.- When the light travels from water (high refractive index) to air (low refractive index), the light ray gets refracted at the junction point. During the refraction, the light ray bends away from the normal, increasing the angle of refraction.
- At a certain angle of incidence, the incident light ray passes straight along the water surface. This specific angle of incidence is termed as the critical angle, denoted by ic. In such a case, the angle of refraction is always 90°.
- The third case is when the critical angle is less than the angle of incidence. In such a case, the light ray that is made to strike the surface reflects back into the same medium. And, this phenomenon is known as total internal reflection.
Formula Of Total Internal Reflection
Total internal reflection is the ratio of the refractive index of medium 1 to the refractive index of medium 2. In other terms, the ratio of the sine of the angle of incidence to the sine of the angle of refraction is known as total internal reflection. Total internal reflection =n1 / n2 = sin(i) / sin(r). Where r is the angle of refraction; i is the angle of incidence; n1is the refractive index of the first medium; and n2 is the refractive index of the second medium. Here is the formula of critical angle in the sine form:- sin Ө = n2 / n1 Critical angle in the formula is defined as:- the sine of critical angle is equal to the ratio of the refractive index of the second medium to the refractive index of the first medium. θcritical or θ= sin-1(n2/n1)Important Conditions For Total Internal Reflection
For total internal reflection to take place, the light must satisfy the below-mentioned two conditions.- The beam of incident light should travel from a more dense medium to a less dense medium.
- The critical angle should always be less than the angle of incidence (made by the incident ray).
Total internal reflection and its applications.
Now that you’ve got an idea of what total internal reflection is, it’s time to discuss the most important applications of total internal reflection.- Diamond
- Mirage
- Optical fibre
