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Frame Operator Approach for Designing Discrete-Time Multiple Short-Time Fourier Transform and Its Time-Frequency Distribution

机译:离散多重短时傅立叶变换设计的帧算子方法及其时频分布

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摘要

This paper presents a discrete-time multiple short-time Fourier transform (MSTFT) suitable for a time-frequency analysis and synthesis of discrete-time nonstationary signals. An overcomplete set of multiple windows is used for a frame constitution in l~2(Z) so that higher quality signal analysis and perfect reconstruction of the signal are achieved. A design method for a prototype window is given where the window can satisfy regularity condition and have a flexible, good time and frequency characteristic under constraint of the uncertainty principle. A dual frame is constructed using the prototype windows in the framework of a frame operator method. Efficient implementation structures for the MSTFT and its inverse transform appropriate for real time numerical processing is presented. Simulation results are given to illustrate the effectiveness for design of the MSTFT. The performance advantages as a new signal analysis tool are demonstrated with an experimental signal.
机译:本文提出了一种离散时间多重短时傅立叶变换(MSTFT),适用于时频分析和离散时间非平稳信号的合成。在l〜2(Z)中使用多个窗口的超完备集来构成帧,从而实现更高质量的信号分析和信号的完美重构。给出了一种原型窗的设计方法,该窗可以满足规则性条件,并在不确定性原理的约束下具有灵活,良好的时间和频率特性。在框架运算符方法的框架中,使用原型窗口构造双框架。提出了适用于实时数值处理的MSTFT及其逆变换的有效实现结构。仿真结果说明了MSTFT设计的有效性。实验信号证明了作为新型信号分析工具的性能优势。

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