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基于小波网络的冲激信号检测方法研究
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摘要
本文研究了利用小波网络方法在强烈振动信号背景下检测瞬态冲激的问题,并用实际振动信号检验了这种方法的效果。
     在大型结构及桥梁状态监测研究领域,桁架结构的个别杆件松动或板壳出现裂纹是导致系统失效的主要故障之一。结构出现此类故障的初期,当外载荷发生较大变化时,系统内部的局部损伤部位会出现失稳现象,而局部失稳后会导致载荷在瞬间重新分配。结构内部的载荷重新分配过程在结构外部也会有所表现:测试结构的振动加速度,可以观察到随着载荷的变化,系统响应中会出现间歇性的冲激信号。因此,监测系统响应中的冲激现象可以发现系统内部的损伤情况。但是,实际状态监测系统所采集到的信号是结构在随机工作载荷作用下的响应,杆件失稳或板壳裂纹所导致的异常冲激响应淹没在工作载荷产生的正常随机信号之中,在时域波形上很难进行直观识别。而冲激信号和随机响应都有很宽的频带并且相互重叠,因而也很难在频域直观分辨。
     大型结构及桥梁等力学系统在外力作用下产生响应的过程中,结构本身是一个多自由度二阶线性系统。相对于杆件松动、板壳裂纹所产生的冲激响应,结构承受的交通、风力、温度变化、大地脉动等等载荷所产生的响应的性质是连续且变化相对缓慢,因此,可以利用小波变换从大背景噪声中将瞬间冲激分离出来,从而达到监测结构损伤的目的。为此,本文利用第二代小波的多尺度和良好的时频特性,以及用信息熵来反应信号的统计分布特性,处理含有冲激的振动信号,结果表明:用第二代小波熵的分析方法能够准确的从强背景噪声中确定冲激信号出现的时刻。
     论文第一章是绪论,介绍了研究工作的背景和意义;第二章介绍了小波分析基本概念和理论,最后介绍小波网络基本概念;第三章探讨小波网络构造、学习算法以及小波网络中的小波基的选择;最后将小波网络应用在振动信号消噪中;第四章探讨了第二代小波熵,并将弱振动冲击信号定位。
This paper studies the issue that how to detect transient impulse using wavelet network in the context of strong vibration signals, and this method is tested to be effective by using actual vibration signals.
     Individual member loosing or plate and shell crack in truss structure is one of main fault that led to system failure, in the state monitoring of large-scale structures and bridges. In early stage of structural failure, the area of partial damaging within the system will appear unsteady, and it will lead to reallocate of load in an instant, when external load large change. The process of the load reallocate in the internal structure will be performance in external structure: can be observed impulse intermittent signal in the system response as the load changing, by using test vibration acceleration of structure. Therefore, monitoring the impulse phenomenon in system response can be found the damage of system. However, the signal that is collected in the actual condition monitoring system is the response that stochastic work load produce, the abnormal impulse response that is caused by member instability or plate and shell crack immersed normal stochastic signals which is caused by work load, this phenomenon is very difficult direct-viewing recognition in the time-domain waveform. But the impulse signal and the stochastic response all has the very wide frequency band, and the frequency overlap mutually, it is also very difficult direct-viewing resolution in the frequency range.
     The structure itself is a multi-degree of freedom second order linear system in the response processing that large-scale structures and bridges and so on mechanics systems under external force. Comparing with the impulse response produced by member loose or plate and shell crack, the response nature which the structure bear because of transportation, wind power, temperature change and earth pulsation and so on is continuously and relatively slow. Therefore, this article uses the second generation of wavelet the multi-scale and the good time frequency characteristic, as well as with the information entropy responded the signal the statistical distribution characteristic, processing includes the impulse vibration signal, finally indicated: With the second generation of wavelet entropy analysis method can accurate from the strong background noise determine the impulse signal appears time.
     The paper first chapter is an introduction, introduced the research work background and the significance; Second chapter introduced the wavelet analysis basic concept and the theory, finally introduce the wavelet network basic concept; In third chapter discussion wavelet network structure, study algorithm as well as wavelet network wavelet base choice; Finally wavelet network application in vibration signal denoising; Fourth chapter has discussed the second generation of wavelet entropy, and will be weak vibrates the impact signal localization.
引文
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