Question
A partially plane polarised beam of light is passed through a Polaroid. Show graphically the variation of the transmitted light intensity with angle of rotation of the Polaroid.

Answer

The partially polarised beam consists of unpolarised plus polarised light. The intensity of unpolarised part varies according to.

$\text{I}_\text{p}=\text{(I}_0)_\text{p}\cos^2\theta$

$\therefore\text{I}=\text{(I}_0)_\text{un}+\text{(I}_0)_\text{p}\cos^2\theta$

The graph from $\theta=0\text{ to }\theta=2\pi$ (full rotation) is shown in fig.

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  1. For a glass prism $(\mu =\sqrt{3} )$ the angle of minimum deviation is equal to the angle of the prism. Calculate the angle of the prism.
  2. Draw ray diagram when incident ray falls normally on one of the two equal sides of a right angled isosceles prism having refractive index $\mu = \sqrt{3} . $