利用图像形成模型的超声图像压缩

R. M. Cramblitt, K. Parker
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引用次数: 6

摘要

在缺乏高带宽传输通道的地区,远程放射学的诊断优势可能无法发挥。在这些情况下,为了使用低比特率的数字信道,需要进行数据压缩。标准的压缩算法,如JPEG,并不理想地适合于超声图像,其中散斑结构起着重要作用。我们开发了一种渐进编码超声图像的算法,该算法结合了系统参数和图像形成过程的知识,并保留了图像中的斑点结构。该算法在超声扫描仪的数字化射频输出上运行,并识别图像中的像素,从而在本地邻居中产生最大的输出。它迭代地分配点散射到这些像素,并使用霍夫曼编码传输它们的幅度和位置。通过将射频脉冲与接收到的稀疏散射矩阵进行卷积来重建图像。我们描述了基本算法,并使用率失真曲线将其性能与JPEG标准进行比较。失真是通过简单均方根误差(RMS)和人类视觉系统加权RMS误差来测量的。HVS失真被包括在内,以更好地解释诊断医师看到的图像质量的感知差异。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Ultrasound image compression exploiting image formation models
The diagnostic benefits of teleradiology may not be available in locations which lack high-bandwidth transmission channels. In these cases, data compression is required in order to use low bit-rate digital channels. Standard compression algorithms, such as JPEG, are not ideally suited to ultrasound images, in which speckle structure plays an important role. We have developed an algorithm for progressively encoding ultrasound images which incorporates knowledge of both the system parameters and the image formation process, and which preserves the speckle structure in the image. The algorithm operates on the digitized RF output of an ultrasound scanner and identifies pixels in the image giving rise to the largest output in a local neighborhood. It iteratively allocates point scatterers to these pixels and transmits their amplitudes and locations using Huffman encoding. The image is reconstructed by convolving an RF pulse with the received sparse scatterer matrix. We describe the basic algorithm and compare its performance, using rate-distortion curves, to the JPEG standard. Distortion is measured by both simple root-mean-squared (RMS) error and human visual system (HVS)-weighted RMS error. The HVS distortions are included to better account for the perceived differences in image quality seen by the diagnostician.
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