提出频域结构一致性损失,实现快速高分辨率信号重建
FSC-loss: A Frequency-domain Structure Consistency Learning Approach for Signal Data Recovery and Reconstruction
- 设计频域结构一致性损失与数据嵌入策略,捕捉信号矩阵全局与局部结构
- 在16倍下采样下15秒内完成重建,误差仅nRMSE=0.041
- 适用于医学成像系统,显著加速信号采集且保持高频结构清晰
磁粒子成像(MPI)中信号矩阵(SM)的高分辨率重建面临测量耗时问题——37×37×37的完整SM需约32小时。为缩短时间,现有方法基于低分辨率SM(9×9×9仅需0.5小时)生成高分辨率结果,但对高频信号恢复效果差。本文提出频域结构一致性损失函数与数据组件嵌入策略,结合Transformer网络建模全局与局部结构信息。在两个仿真数据集和四个公开实测SM(Open MPI Data)上评估,本方法在高频结构恢复上优于当前最优(SOTA)方法。在16倍下采样条件下,重建时间低于15秒,比原始测量快60倍以上,且仅含nRMSE=0.041的最小误差。该方法已应用于三个自研MPI系统,显著提升信号重建性能。
原文摘要 · Abstract (English)
A core challenge for signal data recovery is to model the distribution of signal matrix (SM) data based on measured low-quality data in biomedical engineering of magnetic particle imaging (MPI). For acquiring the high-resolution (high-quality) SM, the number of meticulous measurements at numerous positions in the field-of-view proves time-consuming (measurement of a 37x37x37 SM takes about 32 hours). To improve reconstructed signal quality and shorten SM measurement time, existing methods explore to generating high-resolution SM based on time-saving measured low-resolution SM (a 9x9x9 SM just takes about 0.5 hours). However, previous methods show poor performance for high-frequency signal recovery in SM. To achieve a high-resolution SM recovery and shorten its acquisition time, we propose a frequency-domain structure consistency loss function and data component embedding strategy to model global and local structural information of SM. We adopt a transformer-based network to evaluate this function and the strategy. We evaluate our methods and state-of-the-art (SOTA) methods on the two simulation datasets and four public measured SMs in Open MPI Data. The results show that our method outperforms the SOTA methods in high-frequency structural signal recovery. Additionally, our method can recover a high-resolution SM with clear high-frequency structure based on a down-sampling factor of 16 less than 15 seconds, which accelerates the acquisition time over 60 times faster than the measurement-based HR SM with the minimum error (nRMSE=0.041). Moreover, our method is applied in our three in-house MPI systems, and boost their performance for signal reconstruction.
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