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Strategies for Overcoming the Effect of Temperature on Guided Wave Structural Health Monitoring

机译:克服温度对导波结构健康监测的影响的策略

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Changes in environmental conditions, and in particular temperature, limit the sensitivity of guided wave structural health monitoring (SHM) systems that use reference signal subtraction. The limitation on sensitivity is the size of the residual signal left after reference signal subtraction that arises from imperfect subtraction of the signals from benign structural features. The sensitivity can be improved by decreasing the spacing between sensors but the effect of temperature is so strong that it is doubtful whether the resulting SHM system is economically viable. This provides the motivation for searching for alternative strategies to improve sensitivity. One possibility is to record an ensemble of reference signals over a range of temperatures and then use the signal in the ensemble that best matches a subsequent signal for subtraction. Experimental results show that this provides an improvement in sensitivity of around 35 dB. It does however require a large database of signals and there is the potential concern that the subtraction of the best match signal may somehow also remove a genuine signal from damage. Another possibility is signal processing to improve sensitivity. A uniform temperature change to a structure results in a change in wave velocity and a dilation of the structure itself. The net effect is a dilation of the arrival times of each wave-packet in a guided wave signal. An obvious strategy to compensate for this effect is to apply the inverse dilation to the time-axis. However, this does not compensate for the effect exactly since the temperature change does not dilate individual wave-packets. An alternative and exact compensation scheme is presented and its practical application is discussed.
机译:环境条件(尤其是温度)的变化限制了使用参考信号相减的导波结构健康监测(SHM)系统的灵敏度。灵敏度的局限性是在减去良性结构特征信号后,参考信号相减后剩下的残留信号的大小。可以通过减小传感器之间的间距来提高灵敏度,但是温度的影响是如此之大,以至于最终的SHM系统在经济上是否可行还值得怀疑。这为寻找提高敏感性的替代策略提供了动力。一种可能性是在一定温度范围内记录一组参考信号,然后使用该组中与后续信号最匹配的信号进行减法运算。实验结果表明,这可以使灵敏度提高约35 dB。但是,这确实需要一个庞大的信号数据库,并且存在以下隐患:最佳匹配信号的减法可能会以某种方式从损坏中消除真正的信号。另一种可能性是信号处理以提高灵敏度。结构的均匀温度变化会导致波速变化以及结构本身的膨胀。净效应是每个波包在导波信号中的到达时间的扩大。补偿这种影响的一个显而易见的策略是将逆膨胀应用于时间轴。但是,由于温度变化不会使单个波包膨胀,因此不能完全补偿这种影响。提出了一种替代的精确补偿方案,并讨论了其实际应用。

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