Huygens-Fresnel principle and Diffraction

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The discussion centers on the Huygens-Fresnel principle and its relation to diffraction, specifically how wavefronts become increasingly circular as the slit size decreases. A reference to "Introduction To Modern Optics" by Fowles is provided for a mathematical explanation of the phenomenon. The principle suggests that reducing the aperture localizes the disturbance, creating a "point-like" area that influences surrounding points symmetrically. This behavior is likened to the circular waves produced when a pebble is dropped into a pond. Understanding this concept is essential for grasping the nature of wave propagation in optics.
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You can check out Introduction To Modern Optics by Fowles for a classical mathematical description of the phenomenon. This book casts Huygen's principle into the Fresnel-Kirchhoff Formula and then applies it in several settings. If you think about it, shrinking the aperture localizes the disturbance to a "point-like" area. When the disturbance then propagates (towards the left in the picture), the "point-like" area bothers all of its surrounding neighbors, which bother their neighbors, etc...; symmetrically. It is like dropping a pebble in a pond and producing a circular wavefront.
 
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