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CAD interface and framework for curve optimisation applications

机译:用于曲线优化应用程序的CAD接口和框架

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摘要

Computer Aided Design is currently expanding its boundaries to include more design features in its processes. Design is identified as an iterative process converging to solutions satisfying a set of constraints. Its close relation with optimisation indicate that there is strong potential for the integration of optimisation and CAD. The problem addressed in this thesis lies in interfacing the geometric representation of design with other non-geometric aspects. The example of free-form curve modelling is taken to investigate such relationships. Assumptions are made that Optimisation is powered by Evolutionary Computing algorithms like Genetic Algorithms (GA). The geometric definition of curves is commonly supported by NURBS, whose construction constraints are defined locally at the data points. Here the NURBS formulation is used with GA in an attempt to provide complementary handles on the curves shape other than the usual data point coordinates and control points weights. Differential properties are used for optimising NURBS, Hermite interpolation allows for the definition of higher order constraints (tangent, normal, bi-normal) at data points. The assignment of parameter values at the data points, known as parameterisation also provides control of the curve’s shape. Curve optimisation is also performed at the geometric modelling level. Old mathematical theorems established by Frénet and further developed by other mathematicians provide means of defining a curve’s shape with it’s intrinsic equations. Such representation is possible by using Function Representation (F-rep) algebra available in the ACIS software. Frep allows more generic and exact means of interfacing with the curve’s geometry and new functionality for curve inspection and optimisation are proposed in this thesis. The integration of optimisation findings and CAD are documented in the definition of a framework. The framework architecture proposed reconstructs a new CAD environment from separate elements bolted together in a generic Application Programming Interface (API) named “Oli interface”. Functionality created to interface optimisation and CAD makes a requirement list of the work that both sides should undertake to achieve design optimisation in the CAD environment.
机译:计算机辅助设计当前正在扩展其边界,以在其过程中包括更多设计功能。设计被认为是一个迭代过程,收敛到满足一组约束的解决方案。它与优化的密切关系表明,优化和CAD的集成具有很大的潜力。本文所要解决的问题在于将设计的几何表示与其他非几何方面进行接口。以自由曲线建模为例来研究这种关系。假设优化由诸如遗传算法(GA)的进化计算算法提供支持。 NURBS通常支持曲线的几何定义,其构造约束在数据点处本地定义。在这里,NURBS公式与GA一起使用,以尝试在曲线形状上提供补充的手柄,而不是通常的数据点坐标和控制点权重。差分属性用于优化NURBS,Hermite插值允许在数据点定义更高阶的约束(切线,法线,双法线)。在数据点上分配参数值(称为参数化)还可以控制曲线的形状。曲线优化也在几何建模级别执行。由Frénet建立并由其他数学家进一步发展的古老数学定理提供了使用其固有方程式定义曲线形状的方法。通过使用ACIS软件中提供的功能表示(F-rep)代数,可以实现这种表示。 Frep允许使用更通用,更精确的方法与曲线的几何图形进行交互,并且本文提出了用于曲线检查和优化的新功能。优化发现和CAD的集成记录在框架的定义中。提出的框架架构通过螺栓连接在名为“ Oli接口”的通用应用程序编程接口(API)中的单独元素来重建新的CAD环境。为接口优化和CAD创建的功能列出了双方在CAD环境中实现设计优化所需的工作清单。

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  • 作者

    Munaux Olivier;

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  • 年度 2004
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  • 原文格式 PDF
  • 正文语种 {"code":"en","name":"English","id":9}
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