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3D-Visualization of Power System Data Using Triangulation and Subdivision Techniques

机译:使用三角剖分和细分技术对电力系统数据进行3D可视化

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3-D surface visualizations of various power system operating quantities has always been challenging in terms of correctly capturing the changes of an arbitrary geographical shape power system. Triangulation methods offer promise for meaningful 3-D surface visualizations of such systems. In this paper we propose a scheme for such visualizations based on subdivision of triangle meshes. Input consists of various power system quantities such as voltage magnitude, voltage phase, reactive power flow, real power flow, electric current, etc. The data may be available from simulations or from real time streaming data from a model that is two-dimensional (geographic). We first perform a Delaunay Triangulation on the set of 2D sites and generate a triangle mesh. This triangle mesh is used to represent a coarse 3D surface. The height of this surface at a site is equal to the power system quantity at that site. This surface is refined using the butterfly subdivision scheme with an additional constraint that the heights of the interpolated vertices lie within the bounds of the original vertices from which they were interpolated. After each level of subdivision, we perform a modified Laplacian smoothing to compensate for the discontinuity introduced due to this bounding. The method is suitable for effective visualization of large geographic data. Example visualizations and performance indices are provided in the paper.
机译:就正确捕获任意地理形状的电力系统的变化而言,各种电力系统运行量的3D表面可视化一直是一个挑战。三角剖分方法为此类系统的有意义的3-D表面可视化提供了希望。在本文中,我们提出了一种基于三角形网格细分的可视化方案。输入由各种电力系统量组成,例如电压幅值,电压相位,无功功率流,有功功率流,电流等。数据可以从仿真中获得,也可以从二维模型的实时流数据中获得(地理区域)。我们首先在2D站点集上执行Delaunay三角剖分,然后生成一个三角形网格。该三角形网格用于表示粗糙的3D表面。一个站点上此表面的高度等于该站点上的电源系统数量。使用蝴蝶细分方案对该表面进行细化,并附加一个约束条件,即插值顶点的高度位于要对其进行插值的原始顶点的范围内。在每个细分级别之后,我们执行修改的Laplacian平滑以补偿由于该边界而引入的不连续性。该方法适用于大型地理数据的有效可视化。本文提供了示例可视化效果和性能指标。

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