Dispersive Power Of Prism Formula. The expression δ v − δ r δ y is known as dispersive power of the material of the prism and is denoted by ω ∴ ω = μ v − μ r μ y The ratio of angular dispersion for any two wavelengths to the deviation of mean wavelength is the dispersive power of a prism‘s materialThe SI unit of dispersive power is w a t t.
Dispersive power of Prism (ω) Dispersive power of a prism is defined as the ratio of angular dispersion to mean deviation produced by prism ω = δ δ v − δ r = μ − 1 μ v − μ r.
Spectrometer,Dispersive power of a prism (Theory) : …
Dispersive power of prism is defined as the measure of the difference in refraction of the light of the highest wavelength and the lowest wavelength that enters the prism The dispersive power of the prism can also be expressed in terms of the angle between the two extreme wavelengths.
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The dispersive power of a prism is defined as the ratio of angular dispersion to the mean deviation produced by the prism.
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For any material the dispersive power of the material is given as nV = nV −nG n n V = n V − n G n Where ⍵ is the dispersive power of material of the prism n is the refractive index of the material of the prism nV = sin(A+Dv 2) sinA 2 n V = s i n ( A + D v 2) s i n A 2 nG = sin( A+DG 2) sinA 2 n G = s i n ( A + D G 2) s i n A 2.
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A + δm sin µ= 2 (1) A sin 2 where A is angle of prism and δm is the angle of minimum deviation for particular line of spectrum The dispersive power (ω ) of the material of the a prism is given by µ g − µr ω= µy −1 Where ω = dispersive power of the material of prism µ g = refractive index of green light µ r = refractive index of red light.