Modelling of the First-Order Time-Varying Filters with Periodically Variable Coefficients

Piwowar Anna; Grabowski Dariusz

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Modelling of the First-Order Time-Varying Filters with Periodically Variable Coefficients

机译：具有周期可变系数的一阶时变滤波器的建模

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The article is devoted to modelling and analysis of linear time-varying (LTV) filters with periodically variable coefficients. A transmission model of such filters has been described. Equations expressing the filter response for a given class of periodic parametric functions have been obtained and presented in a closed form. The results have been illustrated by an example.

机译：本文专门研究具有周期性可变系数的线性时变（LTV）滤波器的建模和分析。已经描述了这种滤波器的传输模型。已经获得了表示给定类别的周期性参数函数的滤波器响应的方程式，并以封闭形式表示。通过一个例子说明了结果。

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《Mathematical Problems in Engineering》 |2017年第7期|9621651.1-9621651.7|共7页
作者
Piwowar Anna; Grabowski Dariusz;
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Silesian Tech Univ, Fac Elect Engn, Ul Akad 10, Gliwice, Poland;

Silesian Tech Univ, Fac Elect Engn, Ul Akad 10, Gliwice, Poland;

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1. Pipelining in direct form recursive digital filters with periodically time-varying coefficients [J] . Kazlauskas K. IEEE Transactions on Signal Processing . 1996,第7期

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2. Design and architecture of multiplier-free FIR filters using periodically time-varying ternary coefficients [J] . Ghanekar S., Tantaratana S. IEEE Transactions on Circuits and Systems. 1 . 1993,第5期

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3. Design and analysis of recursive periodically time-varying digital filters with highly quantized coefficients [J] . Kitson F.L., Griffiths L.J. IEEE Transactions on Acoustics, Speech, and Signal Processing . 1988,第5期

机译：具有高量化系数的递归周期性时变数字滤波器的设计与分析
4. Implementation of recursive filters using highly quantized periodically time-varying coefficients [C] . Ghanekar, S., Tantaratana, . 1991

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5. A study of the effects of the coefficients of generalized bilinear transformations in design of two-dimensional variable recursive digital filters. [D] . Bin, Deng Chen. 2004

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6. Model Selection for Cox Models with Time-Varying Coefficients [O] . Jun Yan, Jian Huang -1

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7. Time-Varying Behavior Of The Parcor Coefficients Of Lattice Filters With Nonstationary Ar Inputs [O] . Tarun Soni, James R. Zeidler, Walter H. Ku 2007

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8. Time-Varying Behavior of the PARCOR Coefficients of Lattice Filters withNonstationary AR Inputs [R] . Soni, T., Zeidler, J. R., Ku, W. H. 1993

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Modelling of the First-Order Time-Varying Filters with Periodically Variable Coefficients

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