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Finite Impulse Response Filters for Stagger-Period Signals, their Designs and Applications
Author(s) -
Xubao Zhang
Publication year - 2021
Publication title -
european journal of information technologies and computer science
Language(s) - English
Resource type - Journals
ISSN - 2736-5492
DOI - 10.24018/compute.2021.1.1.3
Subject(s) - finite impulse response , low pass filter , filter design , algorithm , linear filter , impulse response , filter (signal processing) , impulse (physics) , infinite impulse response , mathematics , digital filter , band pass filter , computer science , prototype filter , fourier transform , acoustics , control theory (sociology) , electronic engineering , mathematical analysis , engineering , physics , artificial intelligence , control (management) , quantum mechanics , computer vision
Those theories of conventional filters for uniform-period signals do not apply to the analysis and design of the finite impulse response (FIR) filters for stagger-period signals. In this paper, we defined the fundamental concepts related to the stagger-period signals, derived the calculating equations, and described the time-variant property of the stagger-period filter; we proposed the Fourier transform pair between the frequency and impulse responses of this type filter, and proved the inverse of each other. Then, we discussed the design methods of stagger-period frequency-selective FIR filters, including lowpass, bandpass, and high-pass, presented the staggered windowing philosophies, illustrated different windows’ effectiveness, and described the principles and designs of optimized stagger-period high-pass filters with the match algorithm. As applications, we introduced three staggered optimization algorithms: eigenvalue, match, and linear prediction; and discussed performances of the filters designed for a moving target indication (MTI) radar. The stagger-period MTI filters not only extended the blind speed of flying targets, but also had an optimized improvement factor. Finally, we proposed a mathematical programming to search the best period code, which makes this type filter’s velocity response flattened. Meanwhile, we compared properties of the stagger-period to uniform-period filters, and provided with some examples to illustrate the theories and designs.

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