Topologically-geometric路由

R. Bazylevych, M. Palasinski, L. Bazylevych
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引用次数: 1

摘要

本文介绍了拓扑几何型“柔性布线方法”的基本原理。提出了将路由问题划分为拓扑和几何两个阶段的思想。在第一阶段,建议使用离散拓扑模型作为Delaunay三角剖分或/和Voronoi多边形来描述拓扑。给出了描述相对拓扑网位置的显式和隐式拓扑模型,而不指定拓扑网的几何特征。在第二阶段可能是铺设任意配置的网:正交的,分段线性的,曲线的,任意角度和任意宽度。
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Topologically-geometric routing
The paper introduces foundations of the "Flexible Routing Method" that belongs to the topologically-geometric type. It develops the idea to divide the routing problem on two separate successive stages: topological and geometrical. At the first stage it was suggested to use a discrete topological model as Delaunay triangulation or/and Voronoi polygons to describe topology. The explicit and implicit topology models are offered which describe the relative topological nets location without specifying their geometrical characteristics. At the second stage possible is the laying the nets of arbitrary configuration: orthogonal, piecewise linear, curvilinear, under arbitrary angles and arbitrary widths.
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