Recognition and correction of ionospheric phase path contamination is a vital part of the global radar signal processing sequence. A number of model-based correction algorithms have been developed to deal with the rad...Recognition and correction of ionospheric phase path contamination is a vital part of the global radar signal processing sequence. A number of model-based correction algorithms have been developed to deal with the radar performance degradation due to the ionospheric distortion and contamination. This paper addresses a novel parametric estimation and compensation method based on High-order Ambiguity Function (HAF) to solve the problem of phase path contamination of HF skywave radar signals. When signal-to-noise ratio and data sequence available satisfy the predefined conditions, the ionospheric phase path contamination may be modeled by a polynomial phase signal (PPS). As a new parametric tool for analyzing the PPS, HAF is introduced to estimate parameters of the polynomial-phase model and reconstruct the correction signal. Using the reconstructed correction signal, compensation can be performed before coherent integration so that the original echo spectrum can be restored. A piecewise scheme is proposed to track rapid variation of the phase contamination based on HAF method, and it can remove the Doppler spread effect caused by the ionosphere nonstationarity. Simulation and experimental results are given to demonstrate the efficiency of the proposed algorithm.展开更多
This article deals with the investigation of the effects of porosity distributions on nonlinear free vibration and transient analysis of porous functionally graded skew(PFGS)plates.The effective material properties of...This article deals with the investigation of the effects of porosity distributions on nonlinear free vibration and transient analysis of porous functionally graded skew(PFGS)plates.The effective material properties of the PFGS plates are obtained from the modified power-law equations in which gradation varies through the thickness of the PFGS plate.A nonlinear finite element(FE)formulation for the overall PFGS plate is derived by adopting first-order shear deformation theory(FSDT)in conjunction with von Karman’s nonlinear strain displacement relations.The governing equations of the PFGS plate are derived using the principle of virtual work.The direct iterative method and Newmark’s integration technique are espoused to solve nonlinear mathematical relations.The influences of the porosity distributions and porosity parameter indices on the nonlinear frequency responses of the PFGS plate for different skew angles are studied in various parameters.The effects of volume fraction grading index and skew angle on the plate’s nonlinear dynamic responses for various porosity distributions are illustrated in detail.展开更多
The fault diagnosis based on nonlinear spectral analysis is a new technique for the nonlinear fault diagnosis, but its online application could be limited because of the enormous compution requirements for the estimat...The fault diagnosis based on nonlinear spectral analysis is a new technique for the nonlinear fault diagnosis, but its online application could be limited because of the enormous compution requirements for the estimation of general frequency response functions. Based on the fully decoupled Volterra identification algorithm, a new online fault diagnosis method based on nonlinear spectral analysis is presented, which can availably reduce the online compution requirements of general frequency response functions. The composition and working principle of the method are described, the test experiments have been done for damping spring of a vehicle suspension system by utilizing the new method, and the results indicate that the method is efficient.展开更多
基于非线性输出频率响应函数(Nonlinear Output Frequency Response Function,NOFRF),对引入了被动非线性消振器(Nonlinear Energy Sink,NES)的单自由度振动系统进行了分析,从频域分析的角度评价NES的振动抑制效果,对其进行动力学参数...基于非线性输出频率响应函数(Nonlinear Output Frequency Response Function,NOFRF),对引入了被动非线性消振器(Nonlinear Energy Sink,NES)的单自由度振动系统进行了分析,从频域分析的角度评价NES的振动抑制效果,对其进行动力学参数设计。首先,建立了引入NES的振动系统非线性动力学模型。然后,通过数值仿真,对单自由度系统进行了非线性输出频率响应函数分析和输出频率响应分析,从频域分析的角度解释了在原振动系统中引入NES对原系统固有频率几乎没有影响的原因。最后,通过分析NES各参数对振动抑制效果的影响,对NES进行了动力学参数设计。本文得出的分析结果对于工程领域中NES的设计具有非常重要的指导意义。展开更多
将非线性输出频率响应函数(nonlinear output frequency response function,NOFRF)引用到裂纹转子的故障诊断中,提出基于NOFRF的转子裂纹的故障诊断方法。该方法通过辨识不同位置、不同深度的裂纹转子的NOFRF值,对裂纹故障进行诊断,得...将非线性输出频率响应函数(nonlinear output frequency response function,NOFRF)引用到裂纹转子的故障诊断中,提出基于NOFRF的转子裂纹的故障诊断方法。该方法通过辨识不同位置、不同深度的裂纹转子的NOFRF值,对裂纹故障进行诊断,得到一些有价值的结论。实验结果表明,系统各阶NOFRF值对转子裂纹不同位置和深度的变化相当敏感,可有效辨识裂纹故障的严重程度。展开更多
根据非线性系统输出频率响应函数(output frequency response functions,OFRF)理论,研究了系统输出频谱与参数之间的关系,提出一种研究非线性系统特性的新方法.该方法可以通过一个多项式清晰地表达出非线性系统输出频谱与非线性项参数...根据非线性系统输出频率响应函数(output frequency response functions,OFRF)理论,研究了系统输出频谱与参数之间的关系,提出一种研究非线性系统特性的新方法.该方法可以通过一个多项式清晰地表达出非线性系统输出频谱与非线性项参数之间关系,为非线性系统设计、研究及故障诊断打下一个重要的基础.结合减震系统的数学模型,通过仿真及实验数据确定该系统的OFRF,并运用OFRF估算系统输出,仿真结果表明OFRF这个概念在研究非线性系统研究中十分有效,具有重要应用价值.展开更多
介绍了故障诊断技术的基本概念,重点阐述了非线性系统Volterra级数模型的原理及其在故障检测中的应用,并基于这一方法设计了飞机刹车系统惯性传感器故障检测设备。在这一应用系统中,被测系统的故障特征是广义频率响应函数GFRF(Generaliz...介绍了故障诊断技术的基本概念,重点阐述了非线性系统Volterra级数模型的原理及其在故障检测中的应用,并基于这一方法设计了飞机刹车系统惯性传感器故障检测设备。在这一应用系统中,被测系统的故障特征是广义频率响应函数GFRF(Generalized Frequency Response Functions)谱特征。简要介绍了故障诊断的方法,在工程应用实现中设计了相关的硬件电路,实验结果说明了此诊断方法是有效可行的。展开更多
文摘Recognition and correction of ionospheric phase path contamination is a vital part of the global radar signal processing sequence. A number of model-based correction algorithms have been developed to deal with the radar performance degradation due to the ionospheric distortion and contamination. This paper addresses a novel parametric estimation and compensation method based on High-order Ambiguity Function (HAF) to solve the problem of phase path contamination of HF skywave radar signals. When signal-to-noise ratio and data sequence available satisfy the predefined conditions, the ionospheric phase path contamination may be modeled by a polynomial phase signal (PPS). As a new parametric tool for analyzing the PPS, HAF is introduced to estimate parameters of the polynomial-phase model and reconstruct the correction signal. Using the reconstructed correction signal, compensation can be performed before coherent integration so that the original echo spectrum can be restored. A piecewise scheme is proposed to track rapid variation of the phase contamination based on HAF method, and it can remove the Doppler spread effect caused by the ionosphere nonstationarity. Simulation and experimental results are given to demonstrate the efficiency of the proposed algorithm.
文摘This article deals with the investigation of the effects of porosity distributions on nonlinear free vibration and transient analysis of porous functionally graded skew(PFGS)plates.The effective material properties of the PFGS plates are obtained from the modified power-law equations in which gradation varies through the thickness of the PFGS plate.A nonlinear finite element(FE)formulation for the overall PFGS plate is derived by adopting first-order shear deformation theory(FSDT)in conjunction with von Karman’s nonlinear strain displacement relations.The governing equations of the PFGS plate are derived using the principle of virtual work.The direct iterative method and Newmark’s integration technique are espoused to solve nonlinear mathematical relations.The influences of the porosity distributions and porosity parameter indices on the nonlinear frequency responses of the PFGS plate for different skew angles are studied in various parameters.The effects of volume fraction grading index and skew angle on the plate’s nonlinear dynamic responses for various porosity distributions are illustrated in detail.
文摘The fault diagnosis based on nonlinear spectral analysis is a new technique for the nonlinear fault diagnosis, but its online application could be limited because of the enormous compution requirements for the estimation of general frequency response functions. Based on the fully decoupled Volterra identification algorithm, a new online fault diagnosis method based on nonlinear spectral analysis is presented, which can availably reduce the online compution requirements of general frequency response functions. The composition and working principle of the method are described, the test experiments have been done for damping spring of a vehicle suspension system by utilizing the new method, and the results indicate that the method is efficient.
文摘基于非线性输出频率响应函数(Nonlinear Output Frequency Response Function,NOFRF),对引入了被动非线性消振器(Nonlinear Energy Sink,NES)的单自由度振动系统进行了分析,从频域分析的角度评价NES的振动抑制效果,对其进行动力学参数设计。首先,建立了引入NES的振动系统非线性动力学模型。然后,通过数值仿真,对单自由度系统进行了非线性输出频率响应函数分析和输出频率响应分析,从频域分析的角度解释了在原振动系统中引入NES对原系统固有频率几乎没有影响的原因。最后,通过分析NES各参数对振动抑制效果的影响,对NES进行了动力学参数设计。本文得出的分析结果对于工程领域中NES的设计具有非常重要的指导意义。
文摘将非线性输出频率响应函数(nonlinear output frequency response function,NOFRF)引用到裂纹转子的故障诊断中,提出基于NOFRF的转子裂纹的故障诊断方法。该方法通过辨识不同位置、不同深度的裂纹转子的NOFRF值,对裂纹故障进行诊断,得到一些有价值的结论。实验结果表明,系统各阶NOFRF值对转子裂纹不同位置和深度的变化相当敏感,可有效辨识裂纹故障的严重程度。
文摘根据非线性系统输出频率响应函数(output frequency response functions,OFRF)理论,研究了系统输出频谱与参数之间的关系,提出一种研究非线性系统特性的新方法.该方法可以通过一个多项式清晰地表达出非线性系统输出频谱与非线性项参数之间关系,为非线性系统设计、研究及故障诊断打下一个重要的基础.结合减震系统的数学模型,通过仿真及实验数据确定该系统的OFRF,并运用OFRF估算系统输出,仿真结果表明OFRF这个概念在研究非线性系统研究中十分有效,具有重要应用价值.
文摘介绍了故障诊断技术的基本概念,重点阐述了非线性系统Volterra级数模型的原理及其在故障检测中的应用,并基于这一方法设计了飞机刹车系统惯性传感器故障检测设备。在这一应用系统中,被测系统的故障特征是广义频率响应函数GFRF(Generalized Frequency Response Functions)谱特征。简要介绍了故障诊断的方法,在工程应用实现中设计了相关的硬件电路,实验结果说明了此诊断方法是有效可行的。
