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A fast digital image correlation algorithm based on Hartley transform and global sum-table scheme

机译:基于Hartley变换和全局求和表方案的快速数字图像相关算法

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Digital image correlation method (DICM) as a flexible tool for deformation measurements has found widespread use in a variety of fields. One major challenge in practical applications, however, lies in that this technique founded on zero-normalized cross-correlation (ZNCC) criterion is extremely time-consuming in correlation calculation. This paper introduces the Hartley transform and a so-called global sum-table strategy to evaluate the cross-correlation term and all double sums in the ZNCC expression, which can dramatically reduce computational complexity of correlation searching and therefore lead to significant computational savings. Both simulation tests and an actual example of displacement acquisition are employed to validate the feasibility and effectiveness of the fast algorithm, which indicates that it can improve the efficiency of the DICM calculation by ~4-14 times in comparison with the conventional algorithm. This is crucial for realizing a high-efficiency DICM to satisfy speed requirements for time-critical applications and large-scale data processing.
机译:数字图像相关方法(DICM)作为用于变形测量的灵活工具,已在许多领域得到广泛使用。然而,实际应用中的一个主要挑战在于,这种基于零归一化互相关(ZNCC)准则的技术在相关计算中非常耗时。本文介绍了Hartley变换和所谓的全局和表策略,以评估ZNCC表达式中的互相关项和所有双和,可以显着降低相关搜索的计算复杂度,从而节省大量计算量。通过仿真实验和位移采集的实例验证了该快速算法的可行性和有效性,表明与传统算法相比,该算法可提高DICM计算效率约4-14倍。这对于实现高效的DICM以满足对时间紧迫的应用和大规模数据处理的速度要求至关重要。

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