Home
Class 12
PHYSICS
The arrangement for a mirror experiment ...

The arrangement for a mirror experiment is shown in figure. S is a point source of frequency `6xx10^(14)Hz`. D and C represent the two ends of a mirror placed horizontally and LOM represents the screen.

Find the fringe width of the fringe pattern ?

Promotional Banner

Similar Questions

Explore conceptually related problems

The arrangement for a mirror experiment is shown in figure. S is a point source of frequency 6xx10^(14)Hz . D and C represent the two ends of a mirror placed horizontally and LOM represents the screen. Calculate the number of fringes

The arrangement for a mirror experiment is shown in figure. S is a point source of frequency 6xx10^(14)Hz . D and C represent the two ends of a mirror placed horizontally and LOM represents the screen. Calculate the number of fringes

The arrangement for a mirror experiment is shown in figure. S is a point source of frequency 6xx10^(14)Hz . D and C represent the two ends of a mirror placed horizontally and LOM represents the screen. Determine the width of the region where the fringes will be visible

Young's double slit experiment is perfor-med inside water (mu = 43) with light of frequency 6 xx 10^(14) Hz. If the slits are separated by 0.2 mm and the screen kept 1 m from the slits, find the fringe width. Using the same set-up, what will the fringe width be if the experiment is performed in air?

Young's double slit experiment is perfor-med inside water (mu = 43) with light of frequency 6 xx 10^(14) Hz. If the slits are separated by 0.2 mm and the screen kept 1 m from the slits, find the fringe width. Using the same set-up, what will the fringe width be if the experiment is performed in air?

Two mirror M_(1) and M_(2) make an angle phi with line AB . A point source S is kept at a distance r from the point of intersection of mirror. A small hemispherical annular mask is kept close to S so that no ray emanting from S directly reaches the screen kept at a distance b from the source. Interference pattern of rays reflected from M_(1) and M_(2) is oberved on the screen. Find the fringe width of this interference pattern lambda= wavelength of light being emitted by source.