纺织学报 ›› 2011, Vol. 32 ›› Issue (12): 34-37.

• 纺织工程 • 上一篇    下一篇

绉组织矩阵约束条件模型的建立

吕慧   

  1. 安徽职业技术学院纺织工程系
  • 收稿日期:2011-02-23 修回日期:2011-07-15 出版日期:2011-12-15 发布日期:2011-12-16
  • 通讯作者: 吕慧 E-mail:luhui6576@sina.com

Restrictive conditions model of crepe weaves matrix

  • Received:2011-02-23 Revised:2011-07-15 Online:2011-12-15 Published:2011-12-16

摘要: 为检查绉组织设计中纹板和穿综矩阵设计的合理性,本文提出一种绉组织矩阵约束条件模型的建立方法。根据绉组织浮长分布要求,建立相邻的连续3行纹板行向量的约束条件模型,并以此判断纹板矩阵设计的合理性。结合随机穿综方法,按照综片数分组产生穿综单元矩阵,建立各组穿综单元矩阵的约束条件模型,并以此判断穿综矩阵设计的合理性。研究表明,纹板和穿综矩阵约束条件模型的建立,能够快速实现对纹板、穿综矩阵的合理性判断,并最终建立符合绉组织浮长分布要求的绉组织矩阵。该方法为基于省综法的绉组织矩阵设计提供了参考。

Abstract: The objective of present study is to check lifting matrix and draft matrix during crepe weaves design by establish a restrictive conditions model of crepe weaves matrix. According to float distribution of crepe weaves, a restrictive conditions model on 3 continuous lifting row vectors was established, which can be used to check the lifting matrix. Each draft unit matrix was created by the number of healds together with random method. Then, a restrictive conditions model on each draft unit matrix was established, which can be used to check the draft matrix. This study revealed restrictive conditions model of lifting matrix and draft matrix could be check lifting matrix and draft matrix quickly. And crepe weaves matrix according with the demand of float distribution could be established by present method. This method can be applied to design crepe weaves matrix based on broke draft method.

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