多分量信号的幅值和中频估计时频分布设计

Z. M. Hussain, B. Boashash
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引用次数: 19

摘要

本文提出了一类新的时频信号。适用于单分量和多分量调频信号的有效幅度和瞬时频率估计的分布(TFDs)。这些tfd(称为t分布)的主要特征是它们的核仅在时滞域中是时间的函数,因此称为纯时核。结果表明,为了获得最佳分辨率,可分离时滞核应该是与滞后无关的。此外,在调频信号的情况下,可以直接从t分布估计振幅,这是其他tfd无法验证的特性。对该类的指数成员和双曲成员进行了分析。数值实例表明,与二维核相比,纯时间核具有更好的性能。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design of time-frequency distributions for amplitude and IF estimation of multicomponent signals
This paper presents a new class of time-frequency. distributions (TFDs) suitable for efficient amplitude and instantaneous frequency (IF) estimation of mono- and multicomponent FM signals. The main characteristic of these TFDs, referred to as T-distributions, is that their kernels are functions of time only in the time-lag domain, hence the name time-only kernels. It is shown that separable time-lag kernels should be lag-independent for best resolution. In addition, amplitude estimation is possible directly from the T-distributions in the case of FM signals, a property that is not verified by other TFDs. The exponential and hyperbolic members of this class are analyzed. Numerical examples are incorporated to show the superior performance of the time-only kernels as compared to their two-dimensional counterparts.
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