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Deformation extraction and its analysis based on wavelet transform

机译:基于小波变换的变形提取及其分析

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Explanation of deformation results is crucial to obtain deformation mechanism. So far, various kinds of math models for modeling or prediction of deformation information are obtained. Each model shows its merit and demerit. For example, Auto Regressive (AR), Moving Average (MA) or ARMA is fit for modeling or prediction, but it is hard to obtain deformation mechanism from it. Wavelet transform that is the result of contemporary mathematics development has shown great role in information extraction and identification. It is used as a tool to deal with deformation extraction and analysis in this paper. Tests have shown that it can be applied to distinguish different components from mixed observation serials. We start from introduction on wavelet transform to some engineering application and analysis. It is known that an observed serial in deformation monitoring is composed of sophisticated components and each represents different contents and is attributed to some acting factors. In this research, regional and engineering deformation observation is employed as inputs for wavelet decomposition; contents from different frequency scales are obtained at different layers. Deformation trend and rapid deformation changes are found from this multiple inspection transformation. Practical examples are given to reveal the feasibility of wavelet decomposition as a useful inspection tool for deformation analysis.
机译:解释变形结果对于获得变形机理至关重要。到目前为止,已经获得了用于对变形信息进行建模或预测的各种数学模型。每个模型都有其优点和缺点。例如,自回归(AR),移动平均(MA)或ARMA适合进行建模或预测,但是很难从中获得变形机制。小波变换是当代数学发展的结果,在信息提取和识别中发挥了重要作用。本文将其用作处理变形提取和分析的工具。测试表明,它可以用于区分混合观测序列中的不同成分。我们从介绍小波变换到一些工程应用和分析开始。众所周知,在变形监测中观察到的序列由复杂的组件组成,每个组件代表不同的内容,并归因于某些作用因素。在这项研究中,区域和工程变形观测被用作小波分解的输入。在不同的层获得来自不同频率尺度的内容。从多次检查变换中发现变形趋势和快速变形变化。实例给出了小波分解作为变形分析有用检查工具的可行性。

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