超声图像的小波分解与重构

O. Bonnefous
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引用次数: 0

摘要

描述了小波表示的基本要素。分解的每一步都对应着一定的尺度分析。这样就可以在信号重组之前选择有意义的对象。这样就可以区分不同大小的物体。如果超声图像的斑点及其相关的信噪比是已知的,则可以在与斑点大小对应的分量的电平进行比较后去除斑点。对于不同的尺度,组件可能对应于解剖对象、纹理或边缘。这些对象的分化可以产生图像(重建后),其中只有有用的信息是存在的。将该分解-分割-重组过程扩展到二维函数,并应用于超声图像,提取轴向和横向的目标。由于斑点被很好地去除,因此产生的图像在没有任何分辨率损失的情况下很好地表示了物体。
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Wavelet decomposition and recomposition of echographic images
The basic elements of the wavelet representation are described. Each step of the decomposition corresponds to a certain scale analysis. It is then possible to select the significative objects before the recomposition of the signal. Thus objects with different sizes can be distinguished. If the speckle of an echographic image and its associated signal-to-noise ratio are known, the speckle can be removed after a comparison with the level of the component corresponding to the speckle size. For different scales, the components may correspond to anatomic objects, texture, or edges. The differentiation of these objects can produce images (after reconstruction) where only the useful information is present. Extended to 2D functions and applied to echographic images, this decomposition-segmentation-recomposition process extracts objects in the axial and transverse directions. The resulting images give a good representation of objects without any loss of resolution, since the speckle is well removed.<>
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