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Evaluation of the Bresenham algorithm for image reconstruction with Ultrasound Computer Tomography

机译:超声计算机断层扫描对Bresenham算法进行图像重建的评估

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At Karlsruhe Institute of Technology a 3D Ultrasound Computer Tomography (USCT) system is under development for early breast cancer detection. With 3.5 million of acquired raw data and up to one billion voxels for one image, the reconstruction of breast volumes may last for weeks in highest possible resolution. The currently applied backprojection algorithm, based on the synthetic aperture focusing technique (SAFT), offers only limited potential for further decrease of the reconstruction time. An alternative reconstruction method could apply signal detected data and rasterizes the backprojected ellipsoids directly. A well-known rasterization algorithm is the Bresenham algorithm, which was originally designed to rasterize lines. In this work an existing Bresenham concept to rasterize circles is extended to comply with the requirements of image reconstruction in USCT: the circle rasterization was adapted to rasterize spheres and extended to floating point parameterization. The evaluation of the algorithm showed that the quality of the rasterization is comparable to the original algorithm. The achieved performance of the circle and sphere rasterization algorithm was 12 MVoxel/s and 3.5 MVoxel/s. When taking the performance increase due to the reduced A-Scan data into account, an acceleration of factor 28 in comparison to the currently applied algorithm could be reached. For future work the presented rasterization algorithm offers additional potential for further speed up.
机译:在卡尔斯鲁厄技术学院,正在开发3D超声计算机断层扫描(USCT)系统,用于早期乳腺癌的检测。凭借350万个采集的原始数据和一张图像多达10亿个体素,乳房体积的重建可能以最高可能的分辨率持续数周。当前应用的基于合成孔径聚焦技术(SAFT)的反投影算法仅能提供有限的潜力来进一步缩短重建时间。一种替代的重建方法可以应用信号检测到的数据并直接光栅化反投影的椭球。著名的光栅化算法是Bresenham算法,该算法最初旨在对线进行光栅化。在这项工作中,现有的布雷森汉姆栅格化概念得到了扩展,以符合USCT中图像重建的要求:圆圈栅格化适用于对球体进行栅格化,并扩展到浮点参数化。对算法的评估表明,光栅化的质量与原始算法相当。圆球体栅格化算法的性能达到了12 MVoxel / s和3.5 MVoxel / s。当考虑到由于减少的A-Scan数据而导致的性能提高时,与当前应用的算法相比,可以达到28倍的加速度。对于将来的工作,提出的光栅化算法为进一步加快速度提供了额外的潜力。

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