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首页> 外文期刊>Annals of Biomedical Engineering >Laplace–Dirichlet Energy Field Specification for Deformable Models. An FEM Approach to Active Contour Fitting
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Laplace–Dirichlet Energy Field Specification for Deformable Models. An FEM Approach to Active Contour Fitting

机译:可变形模型的拉普拉斯-狄利克雷能量场规范。主动轮廓拟合的有限元方法

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The construction of large scale computer models for complex biological systems requires the fitting of curves or surfaces to anatomical data sets. Algorithms recently developed to perform this task are based on the displacement of an initial model contour. There are several problems associated with this approach. Here we present improvements which eliminate the (i) sensitivity to the initial model position and shape; (ii) existence of local minima or maxima in the field used to displace the model; and (iii) presence of multiple solutions in the rules governing model displacement. Key elements of our algorithm are first that both the energy field used to displace the model and the model displacement itself are governed by partial differential equations. Secondly, we approximate the model with a polygonal contour which facilitates accurate displacement. Tests performed against cases that are known to be problematic show that our algorithm can fit complex data sets entirely automatically.
机译:用于复杂生物系统的大型计算机模型的构建需要将曲线或曲面拟合到解剖数据集。最近开发的用于执行此任务的算法基于初始模型轮廓的位移。这种方法存在几个问题。在这里,我们提出了一些改进措施,这些改进措施消除了(i)对初始模型位置和形状的敏感性; (ii)在用于替换模型的字段中存在局部最小值或最大值; (iii)管理模型位移的规则中存在多个解决方案。我们算法的关键要素首先是用于位移模型的能量场和模型位移本身都由偏微分方程控制。其次,我们用多边形轮廓近似模型,这有助于精确位移。针对已知有问题的案例进行的测试表明,我们的算法可以完全自动地拟合复杂的数据集。

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