基于二维超声图像的散斑降噪算法设计与实现

Md. Habibur Rahman, Md. Selim Hossain, Farhana Islam
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引用次数: 0

摘要

超声多用于诊断处理人体的特殊异常。可以用超声观察肝脏、肾脏、胰腺、甲状腺、卵巢等内脏器官。在诊断应用中,通常使用2 ~ 18mhz的频率。声波探测是通过软组织和液体进行的。它以回声的形式从密度更大的表面反射回来,形成一幅图像。在利用回波信号产生超声图像的过程中,以乘法的方式诱导散斑噪声。因此,斑点成为超声成像的关键挑战。采用了几种基于线性、非线性和各向异性扩散的消斑方法来保持超声图像的锐利边缘。这些方法包括平滑和边缘保存。然而,本研究提出了一种自适应滤波(wiener)和各向异性扩散(改进Perona Malik)相结合的方法,在保留重要解剖特征的基础上对二维超声图像进行散斑去除。在仿真实验的基础上,对现有的各种方法进行了比较。为了验证该方法,使用了肝脏、肾脏、心脏和胰腺的无噪声图像。然后,手动添加散斑噪声,方差在0.02 ~ 0.20之间。质量度量用于测试性能并显示所提出方法的改进。与其他方法相比,结构相似度(SSIM)平均提高71.79%,均方根误差(RMSE)平均提高66.72%,信噪比(SNR)平均提高56.93%,计算时间平均提高62.30%。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Design and Implementation of Speckle Noise Reduction Algorithm Using 2D Ultrasound Image
: Ultrasound is mostly used for diagnosis to deal with the specific abnormality in human body. To observe the internal organs including liver, kidneys, pancreas, thyroid gland, ovaries etc. ultrasound can be used. In diagnostic applications, 2 to 18 MHz frequencies are used. The sound wave explorations occurred through soft tissue and fluids. It bounces back as echoes from denser surfaces and creates an image. While producing ultrasound images from echo signal speckle noise is induced in a multiplicative way. Thus, speckle becomes the key challenge for ultrasound imaging. Several speckle reducing linear, non-linear and anisotropic diffusion-based methods are implemented to preserve the sharp edges of ultrasound images. Those methods contain lake of smoothing and edge preservation. However, this research proposed a combined method of adaptive filter (wiener) and anisotropic diffusion (modified Perona Malik) for speckle reduction of 2D ultrasound images by retain the important anatomical features. A comparison of all the existing methods studied based on the simulated experiment. To test the methods liver, kidney, heart and pancreas noise free images are used. Then, speckle noise is manually added with distinguished variance in between 0.02 and 0.20. Quality metrics are used to test the performance and show the improvements of the proposed method. About 71.79% structure similarity (SSIM), 66.72% root mean square error (RMSE), 56.93% signal to noise ratio (SNR), and 62.30% computational time are improved on average compared with the other methods.
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