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Permutation Analysis of Track and Column Braiding
作者姓名:李毓陵  丁辛  胡良剑
作者单位:College of Textiles,College of Textiles,College of Science,Donghua University,Shanghai 200051
基金项目:SupportedbyShanghaiKeyDisciplineProject
摘    要:Introduction Trackandcolumnbraidingisanavailable3D braidingmethod1~3],whichperformsbraidingprocessbymovingbraidingcarriersalongroworcolumndirection alternatively.LiandDing4]examinethebraidingmethod andconcentratetheirstudyonthemovementofbraiding carriersonthebraidingplatform,onwhichthebraiding tracksarelocated.Accordingtothebraidingprinciple,a studyofbraidingprocessisactuallyastudyofthemovingpatternofyarnendsonthebraidingplatform.Intheiranotherpaper6],thepositionsofbraidingcarriersare r…


Permutation Analysis of Track and Column Braiding
LI Yu-ling ,DING Xin ,HU Liang-jian . College of Textiles, . College of Science,Donghua University,Shanghai.Permutation Analysis of Track and Column Braiding[J].Journal of Donghua University,2004,21(2).
Authors:LI Yu-ling  DING Xin  HU Liang-jian College of Textiles  College of Science  Donghua University  Shanghai
Institution:1. College of Textiles, Donghua University, Shanghai 200051
2. College of Science, Donghua University, Shanghai 200051
Abstract:The positions of braiding carrier in track and column braiding are represented by a diagrammatic braiding plan and a corresponding lattice-array is defined. A set is then formed so that the permutation analysis can be performed to represent the movement of carriers in a braiding process. The process of 4-step braiding is analyzed as an example to describe the application of the proposed method by expressing a braiding cycle as a product of disjoint cycles. As a result, a mapping relation between the disjoint cycles and the movement of carriers is deduced. Following the same analysis principles, a process of 8-step braiding and the corresponding initial state of the lattice-array is developed. A successful permutation analysis to the process manifests the general suitability of the proposed method.
Keywords:track and column braiding  braiding pattern  lattice-array  permutation  cycle
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