Application of Improved ART Algorithm in Concrete Ultrasonic Imaging

Yao Fan
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Abstract

Algebraic Reconstruction Technique (ART) algorithm is the conventional iterative algorithm of concrete ultrasonic CT tomography, it has many shortcomings, such as its calculation accuracy is not high, convergence speed is slow slower, and the peripheral units of abnormal body is affected by abnormal body and so on. An improved algebraic reconstruction technique algorithm based on block iteration is proposed in this paper. The main idea of the new algorithm is to divide the meshes into blocks step by step, and to compute the wave speed of each block by ART algorithm, put the wave speed of next higher level units as the iterative initial value of next lower level units. Do this process until each block can not be divided any more. Through continuous division block unit, finally reach the purpose of rebuilding the structure image of test area in concretes. Computer simulation and concrete model of ultrasonic computerized tomography show that ART algorithm based on block iteration is capable of reconstructing moderate, improving precision of computing, and weakening the influence caused by abnormal area.
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改进ART算法在混凝土超声成像中的应用
代数重建技术(ART)算法是混凝土超声CT层析成像的常规迭代算法,存在计算精度不高、收敛速度较慢、异常体周边单元受异常体影响等诸多缺点。提出了一种改进的基于块迭代的代数重构技术算法。新算法的主要思想是将网格逐级划分为块,通过ART算法计算每个块的波速,将下一级单元的波速作为下一级单元的迭代初值。重复这个过程,直到每个块不能再被分割。通过连续分割块单元,最终达到重建混凝土中试验区结构图像的目的。计算机仿真和超声计算机断层成像的具体模型表明,基于分块迭代的ART算法能够适度重建,提高计算精度,减弱异常区域的影响。
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