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Finite Elements Method Coupled with Delaunay Triangulation Method Applied on a Silicon Corner Diode

机译:有限元方法耦合在硅角二极管上施加的三角晶三角剖分方法

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摘要

This work considers a two dimensional numerical device simulation system using a novel digitizing scheme based on finite elements coupled with the Delaunay triangulation method which allowed an optimal mesh involved in nonrectangular devices as a corner diode. A grid was generated automatically according to the specified device geometry standing on the Delaunay triangulation process. The solution of the problem consists in the resolution of three strong nonlinear partial differential equations (PDE) which are, in occurrence, two dimensional Poisson and continuity equations. Modeled voltage, free carriers distribution and I-V characteristics were extracted when the PN junction resolution was based on second-order Bezier curves. The results are presented using a Delaunay triangulation meshing mathematical tool.
机译:该工作考虑了一种基于有限元的新型数字化方案,其具有与Delaunay三角剖分方法耦合的新颖数字化方案,该方法允许在非连接器件中涉及的最佳网格作为拐角二极管。 根据站在Delaunay三角测量过程上的指定设备几何形状自动生成网格。 问题的解决方案包括分辨率的三个强非线性部分微分方程(PDE),其在发生,二维泊松和连续性方程中。 当PN结分辨率基于二阶Bezier曲线时,提取模型电压,自由载体分布和I-V特性。 使用Delaunay三角测量啮合数学工具来呈现结果。

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