论文标题
来自动态MRI的高度变形软组织器官中表面运动模式的表征:评估4D膀胱运动的应用
Characterization of surface motion patterns in highly deformable soft tissue organs from dynamic MRI: An application to assess 4D bladder motion
论文作者
论文摘要
动态MRI可能会捕获具有高对比度的软组织器官的时间解剖变化,但是所获得的序列通常遭受有限的体积覆盖率,这使得器官形状轨迹的高分辨率重建成为时间研究中的主要挑战。由于跨时间和受试者的腹部器官形状的变化,这项研究的目的是朝着3D密集的速度测量进行完全覆盖整个表面并提取有意义的特征,这些特征表征了观察到的器官变形并实现临床动作或决策。我们提出了在深呼吸运动过程中表征膀胱表面动态的管道。对于紧凑的形状表示,重建的时间体积首先用于使用LDDMM框架来建立特定于特定的动力学4D网格序列。然后,我们从机械参数(例如网状伸长和畸变)中对器官动力学进行了统计表征。由于我们将器官称为非平坦表面,因此我们还使用平均曲率变化作为度量,以量化表面演化。但是,曲率的数值计算很大程度上取决于表面参数化。为了应对这种依赖性,我们采用了一种新方法进行表面变形分析。独立于参数化和最小化大地曲线的长度,它通过最大程度地降低了dirichlet的能量,可以平滑地表面曲线向球体伸展。 Eulerian PDE方法用于从曲线变形流中得出形状描述符。使用Laplace Beltrami操作员特征函数来计算单个运动模式之间的相互关系用于球形映射。应用于局部控制的模拟形状轨迹提取表征相关曲线的应用显示了所提出的形状描述符的稳定性。
Dynamic MRI may capture temporal anatomical changes in soft tissue organs with high contrast but the obtained sequences usually suffer from limited volume coverage which makes the high resolution reconstruction of organ shape trajectories a major challenge in temporal studies. Because of the variability of abdominal organ shapes across time and subjects, the objective of this study is to go towards 3D dense velocity measurements to fully cover the entire surface and to extract meaningful features characterizing the observed organ deformations and enabling clinical action or decision. We present a pipeline for characterization of bladder surface dynamics during deep respiratory movements. For a compact shape representation, the reconstructed temporal volumes were first used to establish subject-specific dynamical 4D mesh sequences using the LDDMM framework. Then, we performed a statistical characterization of organ dynamics from mechanical parameters such as mesh elongations and distortions. Since we refer to organs as non flat surfaces, we have also used the mean curvature changes as metric to quantify surface evolution. However, the numerical computation of curvature is strongly dependant on the surface parameterization. To cope with this dependency, we employed a new method for surface deformation analysis. Independent of parameterization and minimizing the length of the geodesic curves, it stretches smoothly the surface curves towards a sphere by minimizing a Dirichlet energy. An Eulerian PDE approach is used to derive a shape descriptor from the curve-shortening flow. Intercorrelations between individual motion patterns are computed using the Laplace Beltrami operator eigenfunctions for spherical mapping. Application to extracting characterization correlation curves for locally controlled simulated shape trajectories demonstrates the stability of the proposed shape descriptor.