A transfer function (also known as the system function or network function) is a mathematical representation, in terms of spatial or temporal frequency, of the relation between the input and output of a linear time-invariant system with zero initial conditions and zero-point equilibrium. With optical imaging devices, for example, it is the Fourier transform of the point spread function (hence a function of spatial frequency) i.e. the intensity distribution caused by a point object in the field of view.
Read more about Transfer Function: Explanation, Signal Processing, Control Engineering, Optics
Other articles related to "transfer function, function":
... Fourier spectra of observed horizontal motions to reflect the transfer function of the surface ... of the source rather than the transfer function of a site ... (H/V) spectral ratio of microtremors at a site roughly equals the S-wave transfer function between the ground surface and bedrock at a site ...
... In optics, modulation transfer function indicates the capability of optical contrast transmission ... The modulation transfer function in a specific spatial frequency is defined by Where modulation (M) is computed from the following image or light brightness ...
... The PDH readout function gives a measure of the resonance condition of a cavity ... By taking the derivative of the cavity transfer function (which is symmetric and even) with respect to frequency, it is an odd function of frequency and hence indicates not only whether ... The zero-crossing of the readout function is sensitive only to intensity fluctuations due to the frequency of light in the cavity and insensitive to intensity ...
... formula (MGF) is a method for finding the transfer function of a linear signal-flow graph (SFG) ... MGF is an alternate method to finding the transfer function algebraically by labeling each signal, writing down the equation for how that signal depends on other signals, and then solving the multiple ... MGF provides a step by step method to obtain the transfer function from a SFG ...
... Both lead compensators and lag compensators introduce a pole–zero pair into the open loop transfer function ... The transfer function can be written in the Laplace domain as where X is the input to the compensator, Y is the output, s is the complex Laplace transform variable, z is the zero ... The overall transfer function can be written as Typically, where z1 and p1 are the zero and pole of the lead compensator and z2 and p2 are the zero and pole of the lag compensator ...
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