Mechanical Engineering Department, Amirkabir University of Technology (Tehran Polytechnic), Tehran, Iran.
Department of Electrical and Computer Engineering, Concordia University, Montreal, QC, Canada.
Proc Inst Mech Eng H. 2024 Mar;238(3):271-287. doi: 10.1177/09544119231224674. Epub 2024 Jan 19.
Elastography is a medical imaging modality that enables visualization of tissue stiffness. It involves quasi-static or harmonic mechanical stimulation of the tissue to generate a displacement field which is used as input in an inversion algorithm to reconstruct tissue elastic modulus. This paper considers quasi-static stimulation and presents a novel inversion technique for elastic modulus reconstruction. The technique follows an inverse finite element framework. Reconstructed elastic modulus maps produced in this technique do not depend on the initial guess, while it is computationally less involved than iterative reconstruction approaches. The method was first evaluated using simulated data (in-silico) where modulus reconstruction's sensitivity to displacement noise and elastic modulus was assessed. To demonstrate the method's performance, displacement fields of two tissue mimicking phantoms determined using three different motion tracking techniques were used as input to the developed elastography method to reconstruct the distribution of relative elastic modulus of the inclusion to background tissue. In the next stage, the relative elastic modulus of three clinical cases pertaining to liver cancer patient were determined. The obtained results demonstrate reasonably high elastic modulus reconstruction accuracy in comparison with similar direct methods. Also it is associated with reduced computational cost in comparison with iterative techniques, which suffer from convergence and uniqueness issues, following the same formulation concept. Moreover, in comparison with other methods which need initial guess, the presented method does not require initial guess while it is easy to understand and implement.
弹性成像是一种医学成像方式,可实现组织硬度的可视化。它涉及对组织进行准静态或谐波机械刺激,以产生位移场,该位移场用作反演算法的输入,以重建组织弹性模量。本文考虑准静态刺激,并提出了一种新的弹性模量重建反演技术。该技术遵循逆有限元框架。在该技术中生成的重建弹性模量图不依赖于初始猜测,而与迭代重建方法相比,它的计算量更少。该方法首先使用模拟数据(仿真)进行了评估,评估了模量重建对位移噪声和弹性模量的敏感性。为了展示该方法的性能,使用三种不同的运动跟踪技术确定的两个组织模拟体的位移场作为输入,用于开发的弹性成像方法,以重建包含物与背景组织的相对弹性模量的分布。在下一阶段,确定了三个与肝癌患者相关的临床病例的相对弹性模量。与类似的直接方法相比,所获得的结果表明,弹性模量的重建具有较高的准确性。此外,与存在收敛性和唯一性问题的迭代技术相比,该技术的计算成本也较低,这是因为它遵循相同的公式概念。此外,与需要初始猜测的其他方法相比,该方法不需要初始猜测,而且易于理解和实现。