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Non-invasive vascular modulography: An inverse problem method for imaging the local elasticity of atherosclerotic carotid plaques

机译:非侵入性血管造影:一种用于成像动脉粥样硬化颈动脉斑块局部弹性的反问题方法

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Quantifying biomechanical properties of atherosclerotic plaques may help preventing strokes. Non-invasive vascular elastography (NIVE) in superficial carotid arteries has the potential to assess such properties and to discriminate plaque components (e.g., fibrosis, lipid and calcium) through elastograms (i.e., spatial strain distribution). However, the elasticity and morphology of the vessel wall, cannot be assessed directly from strain maps since the stress distribution remains unknown. In this study, we describe an unsupervised inverse problem for elasticity mapping (non invasive vascular modulography), which is capable of reconstructing a heterogeneous Young's modulus distribution of a plaque. High resolution elastograms were computed from ultrasound compounded plane wave images using the constrained lagrangian speckle model estimator (constrained LSME). Von mises strain maps were combined with a stress map, evaluated using a parametric finite element model (PFEM), and used to highlight mechanical heterogeneities and compute Young modulus maps (Modulograms).
机译:量化动脉粥样硬化斑块的生物力学性质可能有助于预防笔触。浅表颈动脉中的非侵入性血管弹性术(Nive)具有评估这些性质并通过弹性图(即空间应变分布)来区分斑块组分(例如,纤维化,脂质和钙)。然而,由于应力分布仍然未知,因此不能直接评估血管壁的弹性和形态。在这项研究中,我们描述了弹性映射(非侵入性血管模型)的无监督逆问题,其能够重建斑块的异质杨氏模量分布。使用受约束的拉格朗日斑点模型估计器(受约束的LSME)从超声复合平面波图像计算高分辨率弹性图。 Von MISS应变映射与应力图相结合,使用参数化有限元模型(PFEM)进行评估,并用于突出机械异质性并计算幼年模数图(模数图)。

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