用深度学习从图像序列无接触估算材料位移与压缩性
Contactless estimation of continuum displacement and mechanical compressibility from image series using a deep learning based framework
- 构建端到端深度学习框架,联合估计连续体位移与材料压缩性
- 模型在有局部偏差时仍能准确预测压缩性,效率高于传统方法
- 关键优势在于捕捉向量场旋度等高阶特征,而非仅依赖局部位移
从光学观测中无接触、非侵入式地估计物理介质的力学特性,在众多工程和生物医学应用中具有重要意义,尤其在无法进行直接物理测量的情况下。传统方法通常依赖于耗时的非刚性图像配准和基于离散化与迭代数值求解技术(如有限元法FEM、有限差分法FDM)的本构建模,难以满足高通量数据处理需求。本文提出一种高效的深度学习端到端方法,可直接从图像序列中估计连续体位移与材料压缩性。该框架基于两个深度神经网络:一个用于图像配准,另一个用于材料压缩性估计。实验表明,即使在图像配准预测的映射与参考位移场存在显著局部偏差的情况下,训练好的深度学习模型仍能准确确定材料压缩性。结果表明,深度学习模型的高精度源于其对向量场旋度等高阶认知特征的评估能力,而非传统的局部图像位移特征。
原文摘要 · Abstract (English)
Contactless and non-invasive estimation of mechanical properties of physical media from optical observations is of interest for manifold engineering and biomedical applications, where direct physical measurements are not possible. Conventional approaches to the assessment of image displacement and non-contact material probing typically rely on time-consuming iterative algorithms for non-rigid image registration and constitutive modelling using discretization and iterative numerical solving techniques, such as Finite Element Method (FEM) and Finite Difference Method (FDM), which are not suitable for high-throughput data processing. Here, we present an efficient deep learning based end-to-end approach for the estimation of continuum displacement and material compressibility directly from the image series. Based on two deep neural networks for image registration and material compressibility estimation, this framework outperforms conventional approaches in terms of efficiency and accuracy. In particular, our experimental results show that the deep learning model trained on a set of reference data can accurately determine the material compressibility even in the presence of substantial local deviations of the mapping predicted by image registration from the reference displacement field. Our findings suggest that the remarkable accuracy of the deep learning end-to-end model originates from its ability to assess higher-order cognitive features, such as the vorticity of the vector field, rather than conventional local features of the image displacement.
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