In one instance of this process, the amplitude at a given angle is equal to
In one instance of this process, the amplitude at a given angle is equal to a product of the squareof two sinc [SINK] functions. One mathematical formalism describing this process requires using theKirchoff integral formula to find the solution of the wave equation at a random point.Â Â A simpleinstance of this phenomenon has a constant multiplier of (*) 1.22; that version of this phenomenonproduces an Airy disk and occurs through a circular aperture. A classic instance of this phenomenon hasmaxima when the path length differs by multiples of the wavelength. For 10 points, name thisphenomenon, which at different distances is modeled by the Fraunhofer and Fresnel regimes, in whichlight bends around an object.
In one instance of this process, the amplitude at a given angle is equal to a product of the squareof two sinc [SINK] functions.
diffraction [accept interference]