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1)  discrete no-fit polygon
离散临界多边形
1.
This paper presents a model based on discrete no-fit polygon for the two-dimensional irregular packing problem.
提出了一个用于求解二维不规则排样问题的离散临界多边形模型。
2)  no fit polygon
临界多边形
1.
In this paper,the problem of calculating movement of piece is simplified to the problem of finding track line segments between vertices and edges,hence the time complexity is much reduced,and special cases such as inner cavity and inner NFP(no fit polygon) can also be tackled.
将多边形滑动碰撞问题转化为顶点和边之间的轨迹线提取问题,从而降低了时间复杂度,并可统一处理边界空腔和内部靠接临界多边形问题。
3)  no-fit polygon
临界多边形
1.
An improved approach for no-fit polygon creation;
临界多边形生成算法的改进
2.
This paper presents a model based on discrete no-fit polygon for the two-dimensional irregular packing problem.
提出了一个用于求解二维不规则排样问题的离散临界多边形模型。
4)  discrete boundary
离散边界
5)  boundary discretization
边界离散
1.
Develops the two dimensional mathematical models for direct-buried pipes and in-duct pipes and solves them using the boundary discretization method.
建立了供热管网直埋、地沟敷设管道的二维数学模型,通过边界离散方法进行了求解。
6)  boundary polygon
边界多边形
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