When slit immersed in water how will fringes changes in interference?
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On immersing the apparatus in water, the speed of wave travelling in water decreases and hence it’s wavelength decreases as v ∝ λ
Thus the new wavelength is 1/n times the the original wavelength since n=λ1/λ2
The fringe width originally is given by β1=λD/2d
The new fringe width within water will be given by β2=λD/2nd or β2=β1/n
Thus the fringe width decreases by a factor of n when immersed in water.
Thus the new wavelength is 1/n times the the original wavelength since n=λ1/λ2
The fringe width originally is given by β1=λD/2d
The new fringe width within water will be given by β2=λD/2nd or β2=β1/n
Thus the fringe width decreases by a factor of n when immersed in water.
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