现代中式服装结构中的“数理形式”美学研究  

Study on“mathematical form”aesthetics in modern Chinese clothing structure

作　　者：朱芷蝶 姬益波[1] ZHU Zhidie;JI Yibo(Nanjing University of the Arts,Nanjing 210000,China)

机构地区：[1]南京艺术学院,江苏南京210000

出　　处：《染整技术》2024年第7期94-99,共6页Textile Dyeing and Finishing Journal

摘　　要：“数理形式”美学主要讨论了美与艺术的规律,在中式服装结构设计中,设计师可以结合“数理形式”美学,解决现代中式服装设计中的感性、单一化、无章法等问题,现代中式服装结构中存在着一定的比例规则,在基础之上体现出形式美,如拓扑几何、分形几何结构等非线性结构的运用,因而既体现出丰富的传统文化底蕴,又呈现出数理的几何之美。“Mathematical form”aesthetics mainly discusses the law of beauty and art.In the design of Chinese clothing structure,designers can combine“mathematical form”aesthetics to solve the problems of sensibility,simplicity and irregularity in modern Chinese clothing design.There are certain proportion rules in modern Chinese clothing structure,which reflects the beauty of form on the basis.For example,the application of nonlinear structures such as topological geometry and fractal geometry reflects not only the rich traditional cultural heritage,but also the beauty of mathematical geometry.

关 键 词：“数理形式”美学 中式服装 服装结构 

分 类 号：TS941.11[轻工技术与工程—服装设计与工程]