fir filters

In fact, the chip implementation of 2D DWT is that of a set of biorthogonal wavelet FIR filters.

The graduation design mainly has three modules: noise signal module, sinusoidal signal generator module, and adaptive FIR filters module.

In addition, because do not need feedback, the realization of FIR filters than IIR filter simple.

Oscilloscopes have incorporated the ability for the user to apply their own custom designed FIR filters to math waveforms .

With reference to CW pulse of different pulses, corresponding band pass FIR filters were designed.

Plus introducing computer aided design, the design of FIR filters have also been great simplified.

In addition, the circuit of FIR filters must have the multipliers and this makes the computation speed slow.

Routines for designing optimal FIR filters.

A novel nonlinear adaptive prediction filter is presented based on a combination of PRNN and subband FIR filters.

FIR filter is the most important advantages, because they do not exist system poles, FIR filters is absolutely stable system.

Based on the above reasons, FIR filters the application of IIR filter than more widely.

All kinds of jamming mode can be acquired by altering the parameters of FIR filters.

FIR filters are said to be finite because they do not have any feedback.

Relative to IIR filter, FIR filters have easy to realize and system is stable advantage, so widely applied;

Constrained least-squares design of a class of two-dimensional FIR filters

Method with pretreatment for the design of FIR filters with discrete coefficients

Quantization Noise Analysis in Linear Phase Frequency Sampling FIR Filters

Design and Implementation of Very Sharp Transition FIR Filters in Signal Analyze System

Design of Discrete Coefficients FIR Filters with Minimum Hardware Cost

A Parallel Processing Architecture of Adaptive FIR Filters

Application design and simulation of HB decimation FIR filters

A Novel Method for the Design of Narrow Transition-band FIR Filters

Design of complex FIR filters with equation constraints

Constrained Least Squared Error Design of FIR Filters

A Method for the Design of FIR Filters in Complex Domain

FIR Filters Design Based on Two-Hierarchy Pipeline Structure

Design of FIR Filters Based on Multi-layers Apperceive Implement

Improvement of FIR filters based on wavelet analysis