in single slit experiment explain clearly why the secondary maxima become weaker with increasing order (n) of secondary
maxima?
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For single slit experiment intensity of maxima is given by
I = I₀ [{2sin(2n+1)π/2}/(2n+1)π]²
Here, I₀ is the intensity of slit , n is integers
For n = 0 ,
I₁= I₀[{2sin(π/2)}/π]² = 4I₀/π²
For n = 1
I₂= I₀ [{2sin(3π/2)}/3π]² = 4I₀/9π²
For n = 2
I₃= I₀[{2sin(5π/2)}/5π]² = 4I₀/25π²
Here what you see , I₃ < I₂ < I₁
It is clear that in increasing order of n , intensity of secondary maxima will be smaller .
I = I₀ [{2sin(2n+1)π/2}/(2n+1)π]²
Here, I₀ is the intensity of slit , n is integers
For n = 0 ,
I₁= I₀[{2sin(π/2)}/π]² = 4I₀/π²
For n = 1
I₂= I₀ [{2sin(3π/2)}/3π]² = 4I₀/9π²
For n = 2
I₃= I₀[{2sin(5π/2)}/5π]² = 4I₀/25π²
Here what you see , I₃ < I₂ < I₁
It is clear that in increasing order of n , intensity of secondary maxima will be smaller .
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