基于参数化理论模型的车架造型设计
摘 要：探索基于非线性科学的参数化理论模型对车架造型设计的启发与应用，通过对现代数学的分析，论文提出了拓扑、突变、分形三种产品造型参数化理论模型，并将其应用到车架造型设计中，设计出新颖外观形态的车架。参数化设计是一种紧密结合时代的设计思想和技术工具，能够帮助设计师创造和处理复杂的产品形态，给车架造型设计带来了巨大的自由空间，同时依靠参数化设计数学逻辑的操作形式，构建车架参数化模型。
关键词：非线性；车架造型；理论模型；参数化设计
中图分类号：TB472 文献标识码：A
文章编码：1672-7053(2018)07-0159-02
Abstract：Exploring parametric theoretical models' application and inspiration based on nonlinear science for bicycle frame modeling design. Through the analysis of modern mathematics, the thesis propose three products parametric theoretical models including topology, mutation and fractal to practice parametric design of bicycle frame modeling and get three appearance forms of bicycle frame. Parametric design is a thinking way and technical tool that closely connect with the era, which can help designers to create and manage complex product shape. Parametric design bring greater freedom for bicycle frame modeling design, while relying on the form operation of mathematical logic of parametric design to build the frame parametric model.
Key Words：Nonlinear; Frame modeling; Theoretical model; Parametric design
