摘要
本文研究多臂织物组织矩阵的特征，根据织物组织设计的数学模型，总结了基础组织、联合组织、纹板连接和穿综等矩阵的设计方法，提出组织设计中常用的矩阵变换。阐述矩阵代数对建立织物组织设计理论的指导作用，表明织物组织设计是矩阵代数成功应用的范例。
Studites the matric character of dobby fabric weaves,According to the mathematical models of dobby fabric weaves,summarizes the matric design methods of basic stitch、fancy weaves、lag and heald draft;proposes the general in establishing the theory of fabric weave design,Represents the guiding fuctions of matrix algebra in establishing the theory of fabric weave design,And fabric weave design is a successful example of matrix algebra.
基金
浙江省自然科学基金
关键词
织物
组织设计
矩阵代数
数学模型
丝织
Fabric weave design
Matrix algebra
Dobby fabric weaves
Mathematical models
