Sentence examples for filter transfer from inspiring English sources

A concise closed-form expression for the ideal filter transfer function is thus derived and discussed.

When is a filter transfer function (i.e., is a filter impulse response), these singularities are called poles of the transfer function, as will be defined in §6.6 below.

This class of meromorphic functions represents all filter transfer functions for finite-order, time-invariant, linear systems, and we write to denote a member of this class.

The incremental difference operator is applied in place of the usual shift operator z to describe the filter transfer function.

As is clear from §11.5, any filter transfer function can be made minimum-phase, in principle, by completely factoring and ''reflecting" all zeros for which inside the unit circle, i.e., replacing by.

The source for this project idea was Bruce Land, who thought that it would be a good idea to make a project that allowed users to specify arbitrary filter transfer functions that could be used for digital signal processing.

It is demonstrated that jitter-induced noise power can be separated into two main components: one that depends on the modulator loop-filter transfer function and the other dependent on input signal parameters, i.e. amplitude and frequency.

Two-dimensional discrete transfer functions of the rotated filters are obtained from stable one-dimensional analog-filter transfer functions by performing rotation and then applying the double bilinear transformation.

(d) Filter-transfer functions for concatenated sequence.

(c) Filter-transfer functions for profiles in (a).

(c) Filter-transfer functions for four-segment (mathrm{WAMF}_{0,3}^{(1)}) sequence.