Suggest one reason why the fringe pattern produced by light passing through a diffraction grating is brighter than that produced from the same source with a double slit
The angular width of the interference maximum, which is equal to 2 * theta_mins, is inversely proportional to N. Therefore the greater the number of illuminate slits N, the sharper the maximum. Diffracton grating: \[Nd \sin \theta = \lambda \] where N is the number of slits
Isn't N the order of the diffracted beam? @samgrace
No
dsin(theta) = m*lamda , where m = 1, 2 ,3 , m is the order of diffration
Okay, N is the number of slits, right. So the distance between slits and number of slits is related by d=1/N
If N is greater, d decreases.
Yeah
And thus if d decreases, the order (m) also decreases. So, the lights is less spread out and brighter?
The first and the last slits are separated by approximately N*d, so the intensity will be zero at angle theta_min, I think correct.
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