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GEOMETRIC CONSTRAINT SOLUTION FOR PARAMETRIC DESIGN

机译:参数化设计的几何约束解决方案

摘要

PURPOSE: A geometric solution for parametric design is disclosed is to minimize the numerical instability in designing CAD models by concentrating on the constructive approach and the numerical approach. CONSTITUTION: A parametric design's geometric solution method is composed of graph generation(100), construction plan generation(200), plan evaluation(300), and model modification(400). The CAD model input(11), based on geometric entities and constraints is processed by supervised input(c1)(100). A new graph is generated and processed through (11), (c1), second supervised input(c2), graph reduction and classification(M2), rule reasoning method(M1) and results in the creation and classification of design history(200). Design history is then processed by (11), (c1), (M1), and cluster analysis algorithm (M3), and the evaluation of system and output of variable model design is made(300). Based on the (300)'s variable model design, a new measurement and constraints is created by API calls system and evaluated by (300), and a new variable model design is created.
机译:目的:公开了一种用于参数设计的几何解决方案,该方法是通过专注于构造方法和数值方法来最小化设计CAD模型时的数值不稳定性。构成:参数设计的几何求解方法由图生成(100),施工计划生成(200),计划评估(300)和模型修改(400)组成。基于几何实体和约束的CAD模型输入(11)由监督输入(c1)(100)处理。通过(11),(c1),第二监督输入(c2),图形约简和分类(M2),规则推理方法(M1)生成并处理新图形,并导致创建和分类设计历史记录(200) 。然后通过(11),(c1),(M1)和聚类分析算法(M3)处理设计历史,并对系统和变量模型设计的输出进行评估(300)。基于(300)的变量模型设计,由API调用系统创建新的度量和约束,并由(300)进行评估,并创建新的变量模型设计。

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