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A Reconstruction Method of Intra-Ventricular Blood Flow Using Color Flow Ultrasound: A Simulation Study

机译:彩色流动超声中心室血流的重建方法:模拟研究

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A reconstruction method is proposed here to quantify the distribution of blood flow velocity fields inside the left ventricle from color Doppler echocardiography measurement. From 3D incompressible Navier-Stokes equation, a 2D incompressible Navier-Stokes equation with a mass source term is derived to utilize the measurable color flow ultrasound data in a plane along with the moving boundary condition. The proposed model reflects out-of-plane blood flows on the imaging plane through the mass source term. For demonstrating a feasibility of the proposed method, we have performed numerical simulations of the forward problem and numerical analysis of the reconstruction method. First, we construct a 3D moving LV region having a specific stroke volume. To obtain synthetic intra-ventricular flows, we performed a numerical simulation of the forward problem of Navier-Stokes equation inside the 3D moving LV, computed 3D intra-ventricular velocity fields as a solution of the forward problem, projected the 3D velocity fields on the imaging plane and took the inner product of the 2D velocity fields on the imaging plane and scanline directional velocity fields for synthetic scanline directional projected velocity at each position. The proposed method utilized the 2D synthetic projected velocity data for reconstructing LV blood flow. By computing the difference between synthetic flow and reconstructed flow fields, we obtained the averaged point-wise errors of 0.06 m/s and 0.02 m/s for u- and v-components, respectively.
机译:这里提出了一种重建方法来量化彩色多普勒超声心动图测量左心室内血流速度场的分布。从3D不可压缩的Navier-Stokes方程,推导出具有质量源术语的2D不可压缩的Navier-Stokes方程,以利用平面中的可测量色流超声数据以及移动边界条件。所提出的模型通过质量源期限反映了成像平面上的平面外血液。为了证明所提出的方法的可行性,我们对重建方法进行了向前问题的数值模拟和数值分析。首先,我们构建具有特定行程体积的3D移动LV区域。为了获得合成的内心流量,我们对3D移动LV内部的Navier-Stokes方程的前向问题进行了数值模拟,计算的3D内部速度字段作为前向问题的解决方案,投影了3D速度字段成像平面并占据了成像平面上的2D速度场的内部乘积,以及用于在每个位置的合成扫描线方向投影速度的扫描线方向速度场。该方法利用了用于重建LV血流的2D合成突出的速度数据。通过计算合成流动和重建流场之间的差异,我们分别获得了0.06 m / s和0.02 m / s的平均点误差,分别用于U和V组分。

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