(i) To determine angle of minimum deviation for a given prism by plotting a graph between angle of incidence & angle of deviation.
(ii) To determine the refractive index of the material (glass) of the prism.
Drawing board, a white sheet of paper, prism, drawing pins, pencil, half metre scale, office pins, graph paper & protector.
The refractive index, μ of the material of the prism is given by:
μ = Sin(A+Dm/2)/Sin (A/2) Where Dm is the angle of minimum deviation & A is the angle of prism.
From graph between angle of incidence, ∠ι and angle of deviation, we get the value of Dm (angle of minimum deviation): Dm = 37.8 0
Thus, μ = Sin(A+Dm/2)/Sin (A/2) = Sin(97.80/2)/Sin 30 0
μ1.5077
S.No. | Angle of incidence ∠ι | Angle of deviation ∠δ |
1 | 35 0 | 43 0 |
2 | 400 | 38.80 |
3 | 450 | 37.80 |
4 | 500 | 380 |
5 | 550 | 400 |
6 | 600 | 420 |
From ∠- ι ∠D graph we see that as ∠ι increases, ∠D first decreases, attains a minimum value (Dm) & then again starts increasing for further increase in ∠ƒ .
Angle of minimum deviation = Dm = 37.8 0
Refraction index of material of prism, μ1.5077
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