纺织学报 ›› 2024, Vol. 45 ›› Issue (01): 168-175.doi: 10.13475/j.fzxb.20221107801

• 服装工程 • 上一篇    下一篇

下肢运动状态特征对裤装臀围的影响分析

吴冬雪1, 刘让同1,2,3(), 于媛媛1, 李淑静1, 韩赟1   

  1. 1.中原工学院, 河南 郑州 451191
    2.先进纺织装备技术省部共建协同创新中心, 河南 郑州 451191
    3.河南省功能纺织材料重点实验室, 河南 郑州 451191
  • 收稿日期:2022-11-29 修回日期:2023-09-27 出版日期:2024-01-15 发布日期:2024-03-14
  • 通讯作者: 刘让同(1966—),男,教授,博士。主要研究方向为纺织服装新材料。E-mail: ranton@126.com
  • 作者简介:吴冬雪(1996—),女,硕士。主要研究方向为服装结构与数字化。
  • 基金资助:
    国家重点基础研究发展计划项目(2017YFB0309100)

Analysis of influence of lower limb movement characteristics on hip circumference of pants

WU Dongxue1, LIU Rangtong1,2,3(), YU Yuanyuan1, LI Shujing1, HAN Yun1   

  1. 1. Zhongyuan University of Technology, Zhengzhou, Henan 451191, China
    2. Collaborative Innovation Center of Advanced Textile Equipment, Zhengzhou, Henan 451191, China
    3. Henan Province Key Laboratory of Functional Textile Materials, Zhengzhou, Henan 451191, China
  • Received:2022-11-29 Revised:2023-09-27 Published:2024-01-15 Online:2024-03-14

摘要:

为达成合体不束缚目标,探究裤装在不同运动状态下的臀围需求,综合分析人体特征参数、下肢动态参数的约束关系,基于单腿、双腿抬起为起点探讨臀围截面形态变化规律,构建了臀围与人体特征参数、下肢动态参数之间的数学模型,并进行趋势分析以及模型修正。研究结果表明:在单侧抬腿状态时,臀围会随着方向角度α的增加呈现先减小后增大的趋势;而在双侧抬腿状态时,其与臀围呈现负相关关系。抬起角度β与臀围呈正相关,在抬起角度β≤60°时,可按人体运动需求角度计算裤装臀围值;在β>60°时,需要使用坐宽参数代替臀围宽度参数。在下肢多种运动状态下选取臀围变化后的最大值作为不束缚人体的裤装臀围最小值。模型解决了下肢运动状态对裤装臀围的影响,可为裤装臀围制版提供理论依据,为服装定制提供理论参考。

关键词: 裤装臀围, 人体特征, 方向角度, 抬起角度, 臀围模型, 服装定制

Abstract:

Objective It may be uncomfortable for human being to wear clothing that conforms to the static state during certain motion states. Since the hip of human body are complex curved bodies, pantsuits should not only fit the lower limbs under static state, but also meet the needs of dynamic deformation caused by motion. Therefore, it is necessary to explore the hip circumference requirements of trouser suit in different motion states so as to achieve the goal of fitting without binding.

Method The constraint relationship between human body characteristics and dynamic parameters of lower limbs was comprehensively analyzed, and the morphological variation rule of hip circumference section was discussed based on single leg and double leg lifting. The mathematical model between hip circumference and human characteristics, dynamic parameters of lower limbs was constructed, and the trend analysis and model modification were carried out.

Results In exploring the relationship between hip circumference and state parameters, the analysis was performed using the control variable method. The hip circumference size increased with the increase of lifting angle β in both unilateral and bilateral leg lifts, and the change rate increased continuously, and the slope of their curve increased sharply and changed more obviously after 80°, in which the hip circumference in the bilateral leg lift state was more sensitive to the lifting angle. The variation curve of Pants hip circumference with direction angle α was shown, in which β=45°. When the lifting angle of the single leg is 45°, the hip circumference of trouser suit will first decrease and then increase with the increase of the direction angle α. When the legs were raised 45°, the hip circumference of trouser suit gradually decreased with the increase of α, and rapidly decreased after 60°. In the application of the model, based on the basic leg range of motion of human body, 60°was used as the cut-off point and divided into two cases for discussion. When β≤60°, the walking state hip circumference was calculated and the results are shown in, where data show that the Pants hip circumference is closely related to human characteristics and the lower limb motion state parameters. In addition, the same subjects did different stride tests (samples 2 and 6) and it is clear that the increase in stride length increased their lifting angle by nearly 9°, which increased the value of Pants hip circumference by nearly 3 cm. For the situation where β > 60°, the sitting hip circumference and hip circumference increase were calculated and the results are shown. Among them, samples 2 and 4 were the same person at different fat and thin times, and it was found that the different sitting width parameters at their sitting posture led to larger differences in the increase of hip circumference. Even for the same person, the human body data at different time will alter, and it is necessary to measure in real time when making clothing customization.

Conclusion The relationship between hip circumference and the changes of human cross section is studied. Through the construction of mathematical model of hip circumference, the relationship between hip circumference, human characteristics and lower extremity state parameters is discussed, and a hip circumference model considering dynamic parameters of the lower extremity is established. When the leg lifting angle β≤60°, hip circumference line is parallel to waist circumference, pants do not bind the human body, hip circumference line does not produce fold accumulation phenomenon, and pants appear more elegant. All these can be calculated according to the angle range of individual movement needs hip circumference value. When β>60°, the hip circumference is inclined with the body. The pants do not bind the human body but will produce wrinkles which accumulates near the hip circumference. The seated width parameter is adopted to replace the hip circumference width. The maximum hip circumference after the change is selected as the minimum hip circumference of trouser suit without binding the human body under multiple lower limb movements. The model solves the influence of lower extremity motion state on hip circumference of pants, and can provide theoretical basis and reference for pants hip circumference plate making and clothing customization.

Key words: pants hip circumference, body feature, orientation angle, lifting angle, hip circumference model

中图分类号: 

  • TS941.17

图1

臀部骨骼特征(背面)及臀围向椭圆的拟化"

图2

腿部在动态参数(α,β)下的俯视图与空间示意图"

图3

腿部切片运动的多种状态"

图4

双侧抬腿时臀围的4种情况"

图5

臀围与抬起角度β之间的关系"

图6

臀围与方向角度α之间的关系"

图7

步行状态分析"

表1

臀围模型计算结果"

样本
编号
人体数据 裤装臀围计算
a/cm b/cm θt/(°) l/cm L/cm β/(°) h/cm H/cm 增量/cm
1 16 11 86 69 57 48.8 85.55 88.30 2.76
2 17 12 85 71 58 47.3 91.78 94.21 2.43
3 18 10 86 72 60 55.0 89.76 93.53 3.76
4 18.5 13 88 71 62 51.8 99.72 104.77 5.06
5 20 12 87 73 70 57.3 102.11 108.32 6.22
6 17 12 85 71 67 56.3 91.78 97.01 5.23

图8

坐姿臀围线的变化"

表2

坐姿臀围计算结果"

样本
编号
人体数据 臀围计算
a/
cm
a1/
cm
b/
cm
θt/
(°)
h/
cm
H/
cm
增量/
cm
1 16 17 11 86 85.55 88.98 3.43
2 17 18 12 85 91.78 95.19 3.41
3 18 18.5 10 86 89.76 91.54 1.78
4 18.5 20 13 88 99.72 104.84 5.12
5 20 21 12 87 102.11 105.61 3.50
[1] 谢勇, 吴秋英, 肖劲蓉, 等. 臀围松量对女裤裆部特征的影响分析与模型构建[J]. 丝绸, 2020, 57(11): 41-45.
XIE Yong, WU Qiuying, XIAO Jinrong, et al. Influence of hip ease allowance on crotch characteristics of women's trousers and modelconstruction[J]. Journal of Silk, 2020, 57(11): 41-45.
[2] RUDOLF A, STJEPANOVIĆ Z, CUPAR A. Study regarding the kinematic 3D human-body model intended for simulation of personalized clothes for a sitting posture[J]. Materials (Basel), 2021, 14(18): 1-23.
doi: 10.3390/ma14010001
[3] WANG W, CONG H, DONG Z, et al. Digital design model for weft-knitted seamless yoga pants based on skin deformation[J]. Journal of Engineered Fibers and Fabrics, 2021, 16: 1-9.
[4] 刘莉, 胡紫婷, 严雅洁, 等. 基于全挥杆动作皮肤伸展规律的高尔夫服装尺寸研究[J]. 北京服装学院学报(自然科学版), 2019, 39(01): 1-6.
LIU Li, HU Ziting, YAN Yajie, et al. The research of golf wear's measurements based on the analysis of trunk skin deformation regularity during golf swing[J]. Journal of Beijing Institute of Clothing Technology, 2019, 39(1): 1-6.
[5] 张永杨, 丛杉. 室内攀岩人体尺寸变化对服装结构的影响[J]. 毛纺科技, 2021, 49(8): 60-66.
ZHANG Yongyang, CONG Shan. Influence of body surface size change on clothing structure during in-door climbing[J]. Wool Textile Journal, 2021, 49(8): 60-66.
[6] 程宁波, 吴志明, 徐存东. 基于运动捕捉的骑行运动中人体皮肤形变分析[J]. 纺织学报, 2018, 39(9): 120-126.
CHENG Ningbo, WU Zhiming, XU Cundong. Analysis on skin deformation of human body during cycling based on motion capture[J]. Journal of Textile Research, 2018, 39(9): 120-126.
[7] 李满宇, 周捷, 叶晶. 跑步状态下青年男子腰臀部动态分析[J]. 轻纺工业与技术, 2016, 45(1): 27-31.
LI Manyu, ZHOU Jie, YE Jing. Analysis of waist and hip dynamics in young men during running condi-tions[J]. Light and Textile Industry and Technology, 2016, 45(1): 27-31.
[8] 王永进, 莫碧贤, 李翼, 等. 人体腰部及下肢运动对服装松量设计的影响[J]. 纺织学报, 2010, 31(3): 92-97.
WANG Yongjin, MOK Pikyin, LI Yi, et al. Effects of waist and lower limb movements on clothing ease design[J]. Journal of Textile Research, 2010, 31(3): 92-97.
[9] BOGOVIC S, STJEPANOVIC Z, CUPAR A, et al. The use of new technologies for the development of protective clothing: comparative analysis of body dimensions of static and dynamic postures and its application[J]. Autex Research Journal, 2019, 19(4): 301-311.
doi: 10.1515/aut-2018-0059
[10] 张向辉, 于晓坤. 女装结构设计:上册[M]. 第3版. 上海: 东华大学出版社, 2018: 7-24,137-155.
ZHANG Xianghui, YU Xiaokun. Women's wear pattern making: volume 1[M]. 3rd ed. Shanghai: Donghua University Press, 2018: 18-21, 137-155.
[11] 华东师范大学数学系. 数学分析:上册[M]. 3版. 北京: 高等教育出版社, 2001: 249.
Mathematical Department of East China Normal University. Mathematical analysis: volume 1[M]. 3rd ed. Higher Education Press, 2001: 249.
[1] 叶勤文, 王朝晖, 黄荣, 刘欢欢, 万思邦. 虚拟服装迁移在个性化服装定制中的应用[J]. 纺织学报, 2023, 44(06): 183-190.
[2] 冀艳波, 王玲丽, 刘凯旋. 基于数字化三维人体模型的旗袍定制设计[J]. 纺织学报, 2021, 42(01): 133-137.
[3] 李浩, 顾力文, 顾雯, 刘晓刚. 基于消费者感知价值的线上线下服装定制模式[J]. 纺织学报, 2020, 41(09): 128-135.
[4] 于小利, 金娟凤, 黄珍珍, 闾慧珠. 面向中小型服装企业的个性化定制订单管理体系构建[J]. 纺织学报, 2020, 41(06): 132-140.
[5] 于欣禾, 王建萍. 互联网环境下男衬衫定制顾客感知价值评价方法[J]. 纺织学报, 2020, 41(03): 136-142.
[6] 鲍陈, 缪永伟, 孙瑜亮, 张旭东. 基于散乱点云的三维人体自动测量[J]. 纺织学报, 2019, 40(01): 120-129.
[7] 罗璇 彭佳佳 蒋高明 丛洪莲. 全成形毛衫样板设计及成形方法[J]. 纺织学报, 2018, 39(07): 105-110.
[8] 修毅 王银辉. 数字人体模型中腰部剖面曲线参数化变形算法[J]. 纺织学报, 2017, 38(04): 97-102.
[9] 王永进. 婴儿人体特征对服装设计的影响分析[J]. 纺织学报, 2007, 28(7): 86-90.
Viewed
Full text


Abstract

Cited

  Shared   
  Discussed   
No Suggested Reading articles found!