纺织学报 ›› 2024, Vol. 45 ›› Issue (11): 88-98.doi: 10.13475/j.fzxb.20231100301

• 纺织工程 • 上一篇    下一篇

基于双向多基色的全色域提花结构模型构建

陆爽怿1,2, 周赳1,2()   

  1. 1.浙江理工大学 浙江省丝绸与时尚文化研究中心, 浙江 杭州 310018
    2.浙江理工大学嵊州创新研究院, 浙江 绍兴 312400
  • 收稿日期:2023-11-02 修回日期:2024-05-22 出版日期:2024-11-15 发布日期:2024-12-30
  • 通讯作者: 周赳(1969—),男,教授,博士。主要研究方向为纺织品设计、数智时尚。E-mail:zhoujiu34@126.com
  • 作者简介:陆爽怿(1996—),男,博士生。主要研究方向为数码纺织品设计。
  • 基金资助:
    国家社科基金艺术学项目(22BG121)

Construction of jacquard structure model with full gamut color spaces based on bidirectional multi-primary color

LU Shuangyi1,2, ZHOU Jiu1,2()   

  1. 1. Silk and Fashion Culture Research Center of Zhejiang Province, Zhejiang Sci-Tech University, Hangzhou, Zhejiang 310018, China
    2. Zhejiang Sci-Tech University Shengzhou Innovation Research Institute, Shaoxing, Zhejiang 312400, China
  • Received:2023-11-02 Revised:2024-05-22 Published:2024-11-15 Online:2024-12-30

摘要: 针对数码提花结构经纬基色配置及选取受限导致结构显色色域不足的问题,在分层组合设计模式下构建了基于双向多基色的2经4纬的基本模型和2经6纬的衍生模型,以红、绿、黄、蓝、黑、白为纱线色,分别形成48和1 440种经纬配置方法及28和124类表里层关系,全息组织被用于调控色相、纯度及明度来扩充提花结构显色色域空间,2种模型的代表性显色组织与显色组合组织总数的最大值分别为3 605 139与84 392 722 413,最后通过织物模拟来验证2种模型的结构显色适用性。结果表明:经向与经纬双向配置黑、白丝线以及纬向配置红、黄、绿、蓝丝线,利用全息组织可令2种结构模型的结构显色理论色彩数目分别达106级和1011级,为全色域效果的数码提花织物开发及智能化设计研究提供参考。

关键词: 织物设计, 分层组合设计模式, 数码提花, 双向多基色, 织物结构, 结构显色, 配色设计

Abstract:

Objective Referring to the issue of gamut color spaces for structural coloring caused by the restricted primary color configuration and selection of warp and weft for digital jacquard structure, jacquard structure with bidirectional multi-primary color was proposed under layered-combination design mode, the way how three factors namely weave repeat R, the quantity of face weft group(s) N and the transition speed M determine the quantity of warp and weft configuration, face and back layer relationship, coloring compound weave-databases and representative weaves and compound weaves for coloring of jacquard structure basic and derived model were revealed, providing theoretical reference to the construction of jacquard structure model with a finite group of primary color threads and the expansion of its structural gamut color spaces.

Method First, the construction of jacquard structure model with full gamut color spaces based on bidirectional multi-primary color referred to the structural characteristic of double-layer structure, with only face warp and face weft(s) used for coloring. Besides, the basic model with double warps and quadruple wefts and the derived model with double warps and sextuple wefts were established, 4 chromatic colors as well as 2 achromatic colors, namely red, yellow, green, blue, black, and white, were applied to the configuration of thread color, in this case, 4 groups of chromatic threads configurated weft-wised only, 2 groups of achromatic threads were arranged warp-wisely and bi-directionally, with warp threads configurated with 1∶1 ratio, while weft threads allocated under 1∶1∶1∶1 and 1∶1∶1∶1∶1∶1 ratio respectively. What's more, the quantity of coloring compound weave-databases and the quantity of representative weaves and compound weaves for coloring of jacquard structure basic and derived model were calculated and analyzed. Last but not least, the applicability of the two structure models were verified through the comparison of fabric simulation.

Results Jacquard structure model with full gamut color spaces based on bidirectional multi-primary color were illustrated, including jacquard structure basic model with double warps and quadruple wefts and jacquard structure derived model with double warps and sextuple wefts. According to the arrangement sequence of primary color threads, the warp and weft configurations were 48 and 1 440 correspondingly, based on the assignment of the quantity of face weft group(s) N , the face layer and back layer relationships were 28 and 124 respectively without stitching. To stabilize structural coloring characteristics, it is essential to avoid the juxtaposed non-backed effect generated by adjacent face wefts inserted into the same shed when full gamut shaded weaves are combined in succession to form compound weaves for coloring with the quantity of face weft group(s) N equaling or exceeding 2, then the quantity of valid coloring compound weave-databases and the quantity of representative weaves and compound weaves for coloring were obtained according to weave repeat R and the quantity of face weft group(s) N, further, the maximum quantity for total weaves and compound weaves for coloring were 3 605 139 and 84 392 722 413 respectively with 40-threads satin weave and 153 levels of gamut weaves applied for the two structure models, and the characteristics of 6 structural coloring points on fabric simulation revealed that the jacquard structure model proposed is able to adjust chromatic, purity and brightness to enlarge the gamut color spaces of structural coloring.

Conclusion The results demonstrated that achromatic threads configurated codirectionally and bidirectionally conduct to the brightness adjustment of structural coloring in jacquard structure model with bidirectional multi-primary color, besides, with chromatic threads configurated codirectionally and interlaced with achromatic threads according to gamut weaves, the quantity of structural color reaches to the level of 10 6 and 10 11 theoretically for two structure models respectively. Thus, this study contributes to the development and intelligent design research of digital jacquard fabric with full gamut color spaces.

Key words: fabric design, layered-combination design mode, digital jacquard, bidirectional multi-primary color, fabric structure, structural coloring, color scheme

中图分类号: 

  • TS105.1

图1

双向六基色提花结构基本模型的经纬配置示意图"

图2

基本模型与衍生模型的经纬配置选取示意"

图3

2经4纬的基本模型表里层关系示意(表里层分离)"

图4

2经6纬的衍生模型表里层关系示意(表里层分离)"

图5

8枚5飞缎纹全息组织库示意"

表1

基本模型与衍生模型的显色组合组织状态与数目"

结构模型 表纬组数N 总显色组合组织数目 共口效果显色组合组织数目 非共口效果显色组合组织数目
2经4纬的基本模型
2经6纬的衍生模型
2 R 2 R - 2
3 R 2 3 ( R - 1 ) R 2 - 3 ( R - 1 )
2经6纬的衍生模型 4 R 3 R 3 - ( R - 2 ) × [ R 2 - 3 ( R - 1 ) ] ( R - 2 ) × [ R 2 - 3 ( R - 1 ) ]
5 R 4 R 4 - ( R - 2 ) × { ( R - 2 ) × [ R 2 - 3 ( R - 1 ) ] } ( R - 2 ) × { ( R - 2 ) × [ R 2 - 3 ( R - 1 ) ] }

表2

基于不同组织循环的基本组织的代表性显色组织与显色组合组织数目"

组织
循环
R
全息组织级别 显色组织
数目
显色组合组织数目 显色组织与
显色组合组织总数
M = R M = R / 2 M = R / 4 M = 1 单纬
渐变
双纬
渐变
三纬
渐变
四纬
渐变
五纬
渐变
2经4纬
结构
2经6纬
结构
5 4 16 16 256 4 096 65 536 1 048 576 4 368 1 118 480
8 7 13 25 49 49 2 401 117 649 5 764 801 282 475 249 120 099 288 360 149
10 9 17 33 81 81 6 561 531 441 43 046 721 3 486 784 401 538 083 3 530 369 205
12 11 21 41 121 121 14 641 1 771 561 214 358 881 25 937 424 601 1 786 323 26 153 569 805
16 15 29 57 225 57 3 249 185 193 10 556 001 601 692 057 188 499 612 436 557
20 19 37 73 361 73 5 329 389 017 28 398 241 2 073 071 593 394 419 2 101 864 253
24 23 45 89 529 89 7 921 704 969 62 742 241 5 584 059 449 712 979 5 647 514 669
32 31 61 121 961 121 14 641 1 771 561 214 358 881 25 937 424 601 1 786 323 26 153 569 805
40 39 77 153 1 521 153 23 409 3 581 577 547 981 281 83 841 135 993 3 605 139 84 392 722 413
48 47 93 185 2 209 93 8 649 804 357 74 805 201 6 956 883 693 813 099 7 032 501 993
60 59 117 233 3 481 117 13 689 1 601 613 187 388 721 21 924 480 357 1 615 419 22 113 484 497
64 63 125 249 3 969 125 15 625 1 953 125 244 140 625 30 517 578 125 1 968 875 30 763 687 625

表3

纹织软件织物模拟技术参数"

类别 线密度/
dtex
纱线类名 丝线色彩(配比) 总密度/
(根·(10 cm) -1)
经纬浮沉规律
经纱 55.55 EAT标准长丝 黑色∶白色(1∶1)
红色∶黄色∶绿色∶蓝色(1∶1∶1∶1)
1 180 16枚、8枚、4枚及其加强
组织、经浮长、纬浮长
纬纱 83.33 EAT标准长丝 红色∶黄色∶白色∶
绿色∶蓝色∶黑色
(1∶1∶1∶1∶1∶1)
1 180 24枚、12枚、4枚及其加强
组织、经浮长、纬浮长

图6

结构模型的意匠图、结构显色点位、经纬浮沉规律示例以及织物模拟"

图7

6个结构显色点位特征"

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