Geometry Algorithms 2.3.3几何图形

Geometry Algorithms is a collection of algorithms that will help you to generate or improve complex geometry from any data set

What are the main features?
Triangulation - This algorithm creates ready-to-use Unity meshes or raw geometry from any set of points. Constrained Delaunay triangulations are supported for 2D and 2.5D (e.g. terrain) datasets, so you can add boundaries and holes to generate more complex geometry. Triangulations in 3D space are possible as well, but only for convex shapes.

Hull algorithms - Find the boundary of any point dataset, that can be used for visualization purposes or for further calculations (e.g. use the boundary to create constrained triangulations). Both convex and concave hulls can be generated for 2D and 2.5D datasets. In 3D, it is limited to convex hulls.

Voronoi Diagrams - Create valid Voronoi diagrams from any 2D or 3D dataset

Extrusion algorithm - Create extruded 3D shapes from any 2D shape

Threading - All algorithms can be called asynchronous. No extra effort is required by the user.

Real-time - All methods are implemented in a way that they can be used in real-time even when large datasets are processed. By utilizing the threading functionality even larger datasets can be handled in real-time.

Is it easy to use? By just writing two lines of code you should be able to use any algorithm in this asset. To get you started, Geometry Algorithms is shipped with several examples scenes and a detailed documentation. However if you encounter any problems, you can always contact me by using the contact information at the top or bottom of this page.


几何算法是一个算法集合，它将帮助您从任何数据集生成或改进复杂的几何形状

主要特点是什么?
三角剖分——这个算法可以从任意一组点创建现成的Unity网格或原始几何图形。2D和2.5D(例如地形)数据集支持约束Delaunay三角剖分，因此您可以添加边界和孔来生成更复杂的几何形状。3D空间中的三角剖分也是可能的，但只适用于凸形状。

船体算法-找到任何点数据集的边界，可用于可视化目的或进一步计算(例如，使用边界创建约束三角)。可以为2D和2.5D数据集生成凸壳和凹壳。在3D中，它仅限于凸包。

Voronoi图表-从任何2D或3D数据集创建有效的Voronoi图表

挤出算法-从任何2D形状创建挤出的3D形状

线程——所有算法都可以被称为异步算法。用户不需要额外的工作。

实时——所有的方法都以一种即使在处理大型数据集时也可以实时使用的方式实现。通过使用线程功能，甚至可以实时处理更大的数据集。

它容易使用吗?只需编写两行代码，您就可以在此资产中使用任何算法。为了让您开始，几何算法与几个示例场景和详细的文档一起发货。但是，如果您遇到任何问题，您可以随时通过使用本页顶部或底部的联系信息与我联系。

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