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If angle of diffraction is $30^0$ calculate the grating element.

A grating used at normal incidence gives a spectral line 6000 $\mathring{A}$ of a certain order that coincides with another color 4800 $\mathring{A}$ of the next higher order. If angle of diffraction is $30^0$ calculate the grating element.


Subject: Applied Physics 2

Topic: Interference And Diffraction

Difficulty: Medium

1 Answer
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λ$_1$= 6000 A° = 6 x 10$^{-5}$ cm, λ$_2$ = 4800 A° = 4.8 x 10$^{-5}$ cm, θ$_1$=θ$_2$ =30°, sinθ$_1$=sinθ$_2$=0.5

$(a+b) sinθ_1 = n_1 λ_1 $ ……………………………………(1)

$(a+b) sinθ_2 = (n_1 +1) λ_2 $ …………………………………(2)

Dividing equation 1 and 2,

$ n_1 λ_1 = (n_1 +1) λ_2 \\[2ex] n_1 λ_1 …

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