纺织学报 ›› 2025, Vol. 46 ›› Issue (05): 151-158.doi: 10.13475/j.fzxb.20240500601

• 纺织工程 • 上一篇    下一篇

三纬组合全显结构织物的颜色预测方法

张爱丹1,2(), 王倩1   

  1. 1.浙江理工大学 纺织科学与工程学院(国际丝绸学院), 浙江 杭州 310018
    2.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
  • 收稿日期:2024-05-06 修回日期:2025-01-14 出版日期:2025-05-15 发布日期:2025-06-18
  • 作者简介:张爱丹(1979—),女,副教授,博士。主要研究方向为数码纺织品设计。E-mail:zad.andan@163.com
  • 基金资助:
    浙江省哲学社会科学规划项目(25LMJX001YB)

Color prediction method of triple-weft fabric with full-color compound structure

ZHANG Aidan1,2(), WANG Qian1   

  1. 1. College of Textile Science and Engineering(International Institute of Silk), Zhejiang Sci-Tech University, Hangzhou, Zhejiang 310018, China
    2. Silk and Fashion Culture Research Center of Zhejiang Province, Zhejiang Sci-Tech University,Hangzhou, Zhejiang 310018, China
  • Received:2024-05-06 Revised:2025-01-14 Published:2025-05-15 Online:2025-06-18

摘要:

针对现有颜色预测方法不适用于三纬组合全显结构织物的问题,提出一种基于彩色织物图像进行颜色线性重构预测模型。将彩色织物图像的颜色分离和图形分层后,分别获得每种经纱、纬纱、经纬交织产生的阴影和反映纱线材质纹理的特征图形;在计算4种特征图形面积率的基础上进行颜色赋值,运用Lab比例加和法构建颜色预测模型,并运用岭回归算法对其进行优化。以三纬组合全显结构设计织造的红、黄、蓝3组渐变色织物的颜色实测值为标准色,比较分析本文所提方法、几何模型法、颜色平均计算法等3种方法的颜色预测值的色差。结果表明:相较于其它2种,本文所提方法的总色差均值分别降低了92.09%和89.35%,证明其具有更优异的颜色预测精准性。

关键词: 三纬组合全显结构, 颜色预测, 渐变色织物, 彩色织物图像, 机织物设计, 色差

Abstract:

Objective In order to solve the problem that the existing color prediction methods for woven fabrics cannot meet the color prediction requirements of jacquard fabrics with high warp and weft density, a color prediction method is proposed, which can not only reflect the characteristics of the interwoven structure of the fabric, but would also take into consideration of the deformation of the yarn and the shaded relationship formed by the microscopic three-dimensional structure of the fabric.
Method Through the color separation of the color fabric images, four types of characteristic patterns were utilized to reflect each color weft, warp, shadows on the fabric surface, and the textures of the yarn materials were obtained, respectively. Based on calculating the area ratio of four characteristic patterns, the color reassignment was carried out, and then the color prediction model of the fabric was constructed by the Lab proportional addition method. The predicted and the measured values of fabric samples were calculated for brightness difference, red-green difference and yellow-blue difference, respectively, and then the ridge regression algorithm was adopted to correct the deviation of the three sets of data on color difference. The processed color difference value was taken as the dependent variable, the area rate of the four characteristic patterns was taken as the independent variable, and the linear regression model between the two was re-established to complete the optimization of the prediction model.
Results Three groups of red, yellow and blue gradient-changing fabric samples based full-color compound structure with triple-weft were designed and woven, and all 14 fabric samples prepared were measured by spectrophotometer to collect color data as the basis for testing and evaluating the prediction model. The color prediction accuracy of the basic prediction model and the optimized model was compared and analyzed, and it was found that the mean of the total color difference between the optimized predicted value and the measured value was decreased from 2.01, 2.28 and 2.49 to 0.56, 0.52 and 0.60, respectively, which proved that the optimization method had a significant improvement effect. The predicted value and the measured value were analyzed by item fitting, and the prediction accuracy of L value was found the most stable among the three parameters, while a value and b value were determined according to the specific situation. The red group had the smallest difference in a value, followed by L value and b value. A significant difference existed in a value in the yellow group, while there was a small difference in L value and b value. The fit degree of a value and L value in the blue group was better, and the difference in b value was significant. By comparing the above experiment results with the color values of the three color wefts, it was found that the prediction model was sensitive to the quantity of color components of the fabric samples, and the higher the quantity of a certain color component, the more accurate the prediction. Consequently, the color prediction data of the proposed method, the geometric model method and the image color averaging calculation method are analyzed and compared. The results showed that the proposed method was the most accurate in prediction for all of the fabric sample groups, followed by the color averaging method, while the worst was the geometric model method. Compared with the other two methods, the mean total color difference of the proposed color prediction method is reduced by 92.09% and 89.35%, respectively, demonstrating higher color prediction accuracy.
Conclusion The prediction model proposed establishes a clear correspondence with the fabric research object in terms of interweaving structural characteristics and yarn color. By overcoming the problem that the geometric model method cannot reflect the yarn deformation, and the low correlation between the color average calculation method and the structural characteristics of woven fabrics, this paper provides a reliable method for the color prediction of fabrics with high warp and weft density, and provides a new idea for the design and research of color prediction models.

Key words: full-color compound structure with triple-weft, color prediction, color gradient woven fabric, color fabric image, woven fabric design, color deviation

中图分类号: 

  • TS146

图1

基本组织和全显技术组织"

图2

基于三纬组合全显结构的一纬渐变组合组织"

表1

织物样品的纱线颜色实测值"

纱线种类 L a b
白经(W) 91.16 -1.31 2.55
红纬(R) 37.50 55.69 29.17
黄纬(Y) 79.17 7.24 62.60
蓝纬(B) 51.91 -12.31 -17.48

图3

红纬渐变织物样品图像的特征图形提取示意图"

图4

阴影区域明度取值方法"

表2

4种优化模型的颜色预测值与样品实测值的色差均值"

算法 织物颜色组
红色组 黄色组 蓝色组
偏最小二乘回归 0.63 0.70 0.71
岭回归 0.56 0.52 0.60
套索回归 0.60 0.88 0.71
逐步回归 0.97 0.78 0.90

表3

红色渐变织物组的优化前、后模型的颜色预测值与样品实测值的色差比较"

样品
编号
基础模型预测值 优化模型预测值 织物实测值 基础模型
Δ E a b *
优化模型
Δ E a b *
L a b L a b L a b
R-01 62.37 20.32 14.04 60.87 21.03 12.45 60.93 20.93 12.65 2.09 0.24
R-02 64.93 17.61 12.10 64.03 17.65 10.41 64.16 17.81 10.20 2.06 0.29
R-03 66.15 16.84 11.58 65.93 15.83 9.04 65.27 16.64 9.78 2.01 1.28
R-04 66.21 16.77 11.71 65.80 16.10 9.45 65.85 15.71 8.83 3.09 0.74
R-05 67.70 13.73 10.76 68.29 12.35 7.90 67.70 12.87 8.21 2.69 0.84
R-06 68.58 12.72 9.73 68.80 12.13 7.82 68.58 12.14 7.61 2.19 0.30
R-07 68.93 12.33 9.39 69.23 11.81 7.52 69.71 11.39 7.33 2.40 0.66
R-08 70.16 12.27 10.62 70.47 10.77 8.15 71.05 10.32 8.26 3.19 0.74
R-09 70.33 9.97 8.76 70.94 9.02 6.95 71.59 8.55 6.81 2.72 0.81
R-10 72.13 7.89 8.38 72.76 7.35 6.99 72.90 7.10 6.68 2.02 0.43
R-11 74.16 5.67 6.45 74.32 5.65 6.41 74.28 5.45 6.49 0.25 0.22
R-12 74.79 5.22 6.79 75.27 4.83 6.27 74.96 5.30 6.25 0.58 0.56
R-13 75.60 3.06 6.19 76.28 3.36 6.10 75.89 3.73 6.22 0.73 0.55
R-14 76.73 0.98 3.25 77.46 2.52 4.33 77.58 2.47 4.46 2.10 0.19
色差均值 2.01 0.56

表4

独立样本T检验结果"

试样
编号
L a b
F P F P F P
1# 0.29 0.59 0.04 0.85 1.57 0.22
2# 0.00 0.98 2.81 0.11 0.01 0.93
3# 0.06 0.81 0.01 0.92 2.55 0.12

图5

3种不同方法的颜色预测值色差分布图"

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