Single slit diffraction distance

AI Thread Summary
As the width of a single slit increases, the distance between diffraction fringes decreases, leading to a more pronounced central bright fringe. The angle at which minima occur also decreases, allowing for the visibility of higher-order minima. Contrary to initial assumptions, increasing the slit width does not enlarge the central bright fringe; instead, it becomes narrower. This behavior aligns with the principles of single slit diffraction as described in relevant formulas. Understanding these dynamics is crucial for accurate predictions in diffraction patterns.
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What happens to the distance between fringes as the width of the single slit become larger? Does the distance between fringes increases? What happens to the centre bright fringe? Does it become larger with an increasing single slit width? My hunch is: Increasing the width increases the size of the bright central fringe, but applets on the net show otherwise. Can someone help?
 
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If the width of the slit increases, the diffraction pattern becomes more pronounced. It should be otherwise. Do you agree?
 
If you look at the formula for single slit diffraction you see that at a given wavelength if you increase the size of the slit then the angle at which the minima occur will decrease. Hence we will be able to see further higher order minimas.
 
Increasing slit width will decrease or increase the distance between fringes?
 
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