There is no distinction between a polarizer and an analyser; their unique titles are a result of their various optical functions. These are filters that let specific light wave directions flow through them. The analyzer permits light that is parallel to the specimen plane, whereas the polarizer only allows light that is perpendicular to the specimen plane.
Any polarizer turned results in a reduction in transmission intensity. The equation below may be used to quantitatively express this:
I = I0/2Cos2θ
This incident light's intensity is reduced by a factor of two as it passes through a polarizer. Consequently, incident light intensity goes from I0 to I0/2.
By putting θ as 30°, 45°, and 60° the obtained values of Intensity would be – 0.375 I0, 0.25I0, and 0.125I0 respectively.
Unpolarized light is converted into polarised light by a process called as polarisation. Electromagnetic waves are those that are created when an interaction between the magnetic and electric fields occurs.
One definition of polarisation of light is
“A phenomenon that is caused due to the wave nature of electromagnetic radiation is called the polarization of light.”
There are two different kinds of waves:
The interplay of magnetic and electric forces that are travelling across space results in the production of light.
There is an electric field plane, a magnetic field plane that is perpendicular to it, and a direction of light travel that is perpendicular to both of these planes.
In these two domains, light waves vibrate perpendicularly to one another.
A light wave that vibrates in more than one plane is called unpolarized light. Unpolarized light can come from a variety of sources, including sunlight, light from tubes, lamps, and the like.
The other type of wave is a polarised wave, in which only one plane is affected by the vibrations.
All waves in plane-polarized light vibrate in the same direction.
The planes in which the amplitudes occur fluctuate, while the direction of light propagation remains fixed.
Calculate the angle of minimum deviation of an equilateral prism. The refractive index of the prism is \(\sqrt{3}\). Calculate the angle of incidence for this case of minimum deviation also.