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基于自由度分析的三维几何约束推理求解

Solving 3D Geometric Constraints Based on Freedom Analysis

  • 摘要: 三维几何约束求解对于装配设计、装配工艺规划和并行工程等多个领域的研究具有重要意义.以自由度分析为基础,对冗余约束和约束冲突的情况进行判断.采用几何推理的方法,直接从零件上的点、线、面、圆柱面、球面等基本几何元素出发,对这些基本几何元素之间的位置关系进行分析,求解三维几何约束.避免了数值解法中对初始值的依赖和迭代过程的不稳定,提高了三维几何约束求解的速度和稳定性.

     

    Abstract: 3D geometric constraints solving has important significance for assembly modeling,assembly process planning and concurrent engineering.Freedom analysis can detect the conflict and redundancy among constraints. The numerical method requires good initial value and has problems with stability and robustness.To overcome these shortcomings,we make use of geometric elements on the part such as point,line,plane,cylinder and sphere,so as to solve the geometric constraints by analyzing the spatial relationships of these elements.In such a way,3D geometric constraints are solved more efficiently and stably.

     

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