Calculate the optical invariant for a photographic objective with F = 50 mm. N = 2, field of view +26.6°.
Given,
F=50mm=50×10−3mF=50mm=50\times 10^{-3}mF=50mm=50×10−3m
N=2N=2N=2
View angle (θ)=±26.6∘(\theta) =\pm 26.6^\circ(θ)=±26.6∘
Optical invariant (I)=FNsinθ(I)=FN\sin\theta(I)=FNsinθ
Now, substituting the values,
(I)=50×10−3×2×sin(26.6∘)(I)=50\times 10^{-3}\times 2\times \sin(26.6^\circ)(I)=50×10−3×2×sin(26.6∘)
⇒(I)=0.1×sin(26.6∘)\Rightarrow (I)=0.1\times \sin(26.6^\circ)⇒(I)=0.1×sin(26.6∘)
=0.1×0.447=0.1\times 0.447=0.1×0.447
=0.0447=0.0447=0.0447
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