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Resolution of Overlapping Ultrasonic Echoes using Consistent Frequency Domain Amplitude-Phase Relationships

机译:使用一致的频域幅度-相位关系解析重叠的超声回波

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摘要

The ability to identify overlapping echoes is crucial to the enhancement of temporal resolution in ultrasonic testing. The majority of the techniques currently being investigated for separation of overlapping ultrasonic echoes are based on deconvolution. However, single reference deconvolution techniques are sensitive to the choice of the reference waveform and dictionary based deconvolution techniques require the enforcement of sparsity conditions. We propose a new post-processing algorithm that exploits the consistent frequency domain amplitude and phase relationships of two overlapping echoes. The frequency amplitude profiles are used as inputs and the corresponding set of phase values are calculated as the outputs. An example of the time profile and phase difference between two overlapping echoes are shown in Figure 1. The suitability of the output phase responses are then used as a metric to determine the accuracy of the trial amplitude inputs. Compared to dictionary based deconvolution approaches, the proposed method has a reduced search space in the optimization problem as the phases are now by-products of the algorithm. Compared to single reference deconvolution schemes this method is applicable to a much wider variety of echo combinations.
机译:识别重叠回波的能力对于提高超声测试中的时间分辨率至关重要。当前正在研究的用于分离重叠超声回波的大多数技术都基于反卷积。但是,单个参考反卷积技术对参考波形的选择很敏感,而基于字典的反卷积技术则需要执行稀疏条件。我们提出了一种新的后处理算法,该算法利用了两个重叠回波的一致频域幅度和相位关系。频率幅度曲线用作输入,相应的一组相位值用作输出。图1中显示了两个重叠回波之间的时间曲线和相位差的示例。然后,将输出相位响应的适用性作为度量来确定试验幅度输入的精度。与基于字典的反卷积方法相比,该方法在优化问题中的搜索空间减少了,因为相位现在是该算法的副产品。与单参考反卷积方案相比,该方法适用于多种回声组合。

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