The Gerchberg-Saxton method is an iterative algorithm that uses an inverse Fourier transform to obtain this quantity.
The Gerchberg-Saxton method is an iterative algorithm that uses an inverse Fourier transform to obtain this quantity. Whenthis quantity, after being modifiÂed by a random screen, is Gaussian-distributed and wide-sense stationary, the width of the opticaltransfer function is directly proportional to the width of this quantity's autocorrelation, and inversely proportional tothis quantity's standard deviation. Chaining an error detector, loop Âfilter, and voltage controlled oscillator in series, and feedingthe output back to the error detector through a "one-over-n" divider produces this quantity's namesake "locked loop".This quantity is modiÂed by the charge times the flflux quantum divided by h-bar when passing a photon around a solenoid inan Aharonov-Bohm experiment. Dividing the angular frequency by the wavenumber yields this type of velocity, which can exceed the speed of light, although no information is transmitted faster than c. Coherent waves have this property constantrelative to each other. For 10 points, identify this quantity which for a stationary sinusoidal wave is a constant oset to theargument.
The Gerchberg-Saxton method is an iterative algorithm that uses an inverse Fourier transform to obtain this quantity.
 phase