2019-07-04T12:15:59-04:00
Ray of light incident at an angle 60° on a √3 cm thick plate the shift in the path of the ray as it emerges out from the plate is? ( Refractive index of plate is √3)
1
2019-07-05T09:13:39-0400
Initial conditions
α = 60 ; d = 3 ; n = 3 \alpha=60; d =\sqrt{3}; n=\sqrt{3} α = 60 ; d = 3 ; n = 3
Find refraction angle
β = a r c s i n ( s i n ( α ) n ) \beta=arcsin(\frac{sin(\alpha)}{n}) β = a rcs in ( n s in ( α ) ) β = 30 \beta=30 β = 30 For shift we have
Δ x = d s i n ( α − β ) c o s ( β ) \Delta x=\frac{dsin(\alpha-\beta)}{cos(\beta)} Δ x = cos ( β ) d s in ( α − β ) Δ x = 1 ( c m ) \Delta x= 1 (cm) Δ x = 1 ( c m )
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