General expression based inner loop unrolling scheme for TV-GD algorithm adopted in photoacoustic imaging

Jiasen Huang, Junyan Ren, Jun Xu, Yuanyuan Wang
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Abstract

Although the total variation based gradient descent (TV-GD) algorithm has revealed a good performance for photoacoustic imaging (PAI), fast or real-time imaging remains a challenge. In this paper, the data dependencies that exist in the TV-GD algorithm were exploited, and a general expression was then for the first time derived to unroll the inner loop that occupied the majority of the entire running time of the algorithm. All the terms consisting of the measurement matrices or the under-sampled datasets were then extracted and preprocessed rather than being calculated along with reconstruction. For implementation, we accessed the JACKET toolbox to parallelize the execution of the matrix-vector multiplications and the vector additions generated by the general expression itself. The under-sampled dataset with 30, 60, 90 and 120 projections were adopted to reconstruct a 128×128 Shepp-Logan Phantom. The simulation results revealed a minimum reconstruction time of 0.64s in the case of the 60-view data, and a maximum speedup of 69X from the 120-view dataset.
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基于通用表达式的TV-GD光声成像内环展开方案
尽管基于总变分的梯度下降(TV-GD)算法在光声成像(PAI)中表现出了良好的性能,但快速或实时成像仍然是一个挑战。本文利用TV-GD算法中存在的数据依赖关系,首次导出了一个通用表达式来展开占据整个算法运行时间大部分的内循环。然后提取由测量矩阵或欠采样数据集组成的所有项并进行预处理,而不是随重建一起计算。为了实现,我们访问了JACKET工具箱来并行执行矩阵-向量乘法和由通用表达式本身生成的向量加法。采用30、60、90和120个投影的欠采样数据集重建128×128谢普-洛根幻影。仿真结果显示,对于60视图数据,最小重建时间为0.64s,对于120视图数据集,最大加速时间为69X。
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