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Phase Redundant Acoustical Holographyfor Noise Source Identification

机译:相位冗余声全息技术用于噪声源识别

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In holography the image is observed by accumulating all complex waves reconstructed from hologram. Therefore we don't pay attention to how each complex wave works to reconstruct thernimage. If arbitrary image point is very sound source, almost all waves would be reconstructed with nearly the same phase. If the point is far away from sound source, each wave will be done with quite a different phase. Image resolution can be improved by considering how much phase distributes at thernimage point This paper introduces a new technology, called phase redundant holography, which successfully performs image reconstruction. A two-step procedure is used to perform this task. First, the conventional method is used to obtain the complex amplitude of the reconstructed image andrndetermine the phase of the final reconstruction. Each reconstructed phase is then compared with the final phase and the phase redundancy is multiplied by the reconstructed image. The phase redundancy is related to entropy of a reconstructed point’s phase information. The phase entropy is determined by considering both the conventional final image’s phase component and the exact opposite one. The resulting image has the same phase as the conventional method, but is different in amplitude. The proposed method, which utilizes a one-dimensional model, exhibits a noticeable improvement in noisernsource identification.
机译:在全息术中,通过累积从全息图重建的所有复杂波来观察图像。因此,我们无需关注每个复杂波如何重建图像。如果任意图像点是非常声源,则几乎所有波都将以几乎相同的相位重建。如果该点远离声源,则每个波将以完全不同的相位完成。通过考虑在图像点上有多少相位分布可以提高图像分辨率。本文介绍了一种称为相位冗余全息术的新技术,该技术可以成功执行图像重建。使用两步过程来执行此任务。首先,使用常规方法来获得重建图像的复振幅并确定最终重建的相位。然后将每个重建的相位与最终相位进行比较,并将相位冗余乘以重建的图像。相位冗余与重构点的相位信息的熵有关。相位熵是通过同时考虑常规最终图像的相位分量和确切相反的相位分量来确定的。所得图像具有与常规方法相同的相位,但是幅度不同。该方法利用一维模型,在噪声源识别方面显示出明显的改进。

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