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A METHOD FOR GENERATING STRUCTURALLY ALIGNED GRIDS USING A LEVEL SET APPROACH

机译:一种使用水平集方法生成结构对齐网格的方法

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We describe a technique to generate structurally aligned triangular grids. The main advantage of this method is the adjustable propagating speed of the front in different parts of the simulation domain in order to achieve different densities of triangles in each part of the simulation domain. This feature is usually needed in semiconductor device simulation. Other advantages of this technique are twofold: firstly, the grid can be very well adapted to the structures, and secondly, the grid elements fulfill desirable requirements like Delaunay triangulation and the minimum angle criterion. The technique is based on viewing the boundary of the simulation domain as a front which is propagated structurally at different speeds. A smooth propagation is achieved by the level set method by viewing the front as the zero level set of a higher dimensional function whose equation of motion is described by a partial differential equation.
机译:我们描述了一种生成结构对齐的三角形网格的技术。该方法的主要优点是在模拟域的不同部分中前部的传播速度可调,以便在模拟域的每个部分中获得不同的三角形密度。半导体器件仿真中通常需要此功能。该技术的其他优点有两个:首先,网格可以很好地适应结构;其次,网格元素满足了诸如Delaunay三角剖分和最小角度标准之类的理想要求。该技术基于将模拟域的边界视为以不同速度在结构上传播的前沿。通过水平集方法,可以通过将前部视为高维函数的零水平集来实现平稳传播,该零维集的运动方程由偏微分方程描述。

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