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分数低阶时频滑动平均模型参数估计
引用本文:汪海滨,龙俊波,查代奉. 分数低阶时频滑动平均模型参数估计[J]. 计算机工程与应用, 2015, 51(20): 178-182
作者姓名:汪海滨  龙俊波  查代奉
作者单位:1.九江学院 信息科学与技术学院,江西 九江 3320052.九江学院 电子工程学院,江西 九江 3320053.九江学院 理学院,江西 九江 332005
摘    要:针对稳定分布环境下非平稳过程分析方法时频滑动平均(TFMA)模型算法的退化,引入分数低阶统计量共变,提出了一种改进的分数低阶时频时频滑动平均(FLO-TFMA)模型算法。推导了FLO-TFMA模型的参数求解过程,给出了基于FLO-TFMA模型的时频谱估计。通过在稳定分布环境下对TFMA模型算法和所提出的FLO-TFMA模型算法的参数估计均方误差(MSE)比较和时频谱估计比较,仿真结果表明,FLO-TFMA模型算法的参数估计精度优于TFMA模型算法,TFMA模型时频谱估计完全失效,而FLO-TFMA模型时频谱算法能较好地进行时频谱估计。

关 键 词:稳定分布  分数低阶统计量  滑动平均模型  非平稳过程  时频谱估计  

Modeling and parameter estimation based on FLO-TFMA
WANG Haibin,LONG Junbo,ZHA Daifeng. Modeling and parameter estimation based on FLO-TFMA[J]. Computer Engineering and Applications, 2015, 51(20): 178-182
Authors:WANG Haibin  LONG Junbo  ZHA Daifeng
Affiliation:1.College of Information Science and Technology, Jiujiang University, Jiujiang, Jiangxi 332005, China2.College of Electronic Engineering, Jiujiang University, Jiujiang, Jiangxi 332005, China3.College of Science, Jiujiang University, Jiujiang, Jiangxi 332005, China
Abstract:The Time-Frequency Moving Average (TFMA) model algorithm which is a method of non-stationary signal processing  degenerate under [α] stable distribution environment, the fractional lower order statistics covariance  is introduced and the improved Fractional Lower Order Time-Frequency Moving Average algorithm (FLO-TFMA) model algorithm is proposed. The parameters estimation of FLO-TFMA model is developed and time-frequency spectrum estimation is given based on the FLO-TFMA model. By comparing the Mean Square Error (MSE) of parameter estimation and spectrum estimation of the TFMA model algorithm and the proposed FLO-TFMA model algorithm under [α] stable distribution environment condition, simulations show that the parameters estimation precision of the FLO-TFMA model algorithm is better than TFMA model algorithm, the TFMA model spectrum estimation can not work, and FLO-TFMA model algorithm provides better performance of time-frequency spectrum.
Keywords:[α] stable distribution  fractional lower order statistic  moving average model  non-stationary process  time-frequency spectrum estimation  
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