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Deconvolution of complex echo signals by the maximum entropy method in ultrasonic nondestructive inspection

机译:超声无损检测中最大熵方法对复回波信号进行反卷积

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摘要

The problem of inversion of convolution with the echo signal point source function is considered with the use of the regularization and maximum entropy method and further reconstruction of two-dimensional images by the method of projection in the spectral domain. The inverse convolution problem is solved for the complex-valued signal that is obtained from the real valued signal through the Hilbert transform. Numerical and experimental simulation is performed. A possibility of enhancing the echo signal along the ray's resolution and of lowering the spectrum's noise level with the use of complex signals (pseudo-random sequences) is demonstrated. The results are compared with those obtained using the autoregression method and the reference hologram method.
机译:通过使用正则化和最大熵方法以及通过在频谱域中的投影方法进一步重建二维图像,来考虑使用回声信号点源函数进行卷积反演的问题。对于通过希尔伯特变换从实值信号获得的复值信号,可以解决反卷积问题。进行数值和实验仿真。演示了使用复信号(伪随机序列)来增强沿射线分辨率的回波信号并降低频谱噪声水平的可能性。将结果与使用自回归方法和参考全息图方法获得的结果进行比较。

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