幼童连翻领服装领凹量与领座高定量关系研究
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摘要
为了研究连翻领童装领凹量对领座高的影响规律,衣身制图采用原型法,连翻领制图采用直接制图法,用白坯布制作29个连翻领,通过人台试穿测得相对应的领座高数值。利用Microsoft Excel对数值进行回归分析,并建立了领凹量与领座高的线性回归模型,该回归模型的置信度可达99. 99%以上,线性回归显著,表明4～5岁幼童连翻领服装领凹量与领座高定量具有紧密相关关系。该研究可为童装制版相关领域研究提供参考。
In order to study the influence of concave collar value of children's clothes on the collar height,the clothing drawing adopts prototype method,the collar drawing adopts direct mapping method,and 29 collars are made of white grey cloth. The corresponding collar height values are measured through human platform wear test. Microsoft Excel was used to make regression analysis of the values and to determine the linear relationship between the collar concave value and the collar height. The reliability of the regression model can reach over 99.99%,and the linear regression is significant. It shows that the collar concave value of 4-5 years old children' s overturned collar garment is closely related to the quantitative value of collar height.This study had practical significance and provided value analysis for the pattern block of children's clothing.
In order to study the influence of concave collar value of children's clothes on the collar height,the clothing drawing adopts prototype method,the collar drawing adopts direct mapping method,and 29 collars are made of white grey cloth. The corresponding collar height values are measured through human platform wear test. Microsoft Excel was used to make regression analysis of the values and to determine the linear relationship between the collar concave value and the collar height. The reliability of the regression model can reach over 99.99%,and the linear regression is significant. It shows that the collar concave value of 4-5 years old children' s overturned collar garment is closely related to the quantitative value of collar height.This study had practical significance and provided value analysis for the pattern block of children's clothing.
引文
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[2]陈明艳.半脚翻领、翻驳领的结构设计[J].西安工程科技学院学报,2004(1):16-19.
[3]洪文进,沈雷,唐颖.时尚化童装的功能性价值影响因素研究[J].毛纺科技,2017,45(7):50-53.
[4]刘慧,刘雅玲.婴幼儿服装功能性研究[J].毛纺科技,2018,46(4):31-36.
[5]许家岩.人体体表形态下的颈围尺寸预测[J].辽宁丝绸,2016(4):52-53.
[6]邹平,吴世刚.连翻领结构设计数学模型的建立[J].纺织学报,2011,32(10):104-117.
[7]庄楚强,何春雄.应用数理统计基础[M].广州:华南理工大学出版社,2013:188-197.
[8]沈雪梅,王燕.数理统计在数据分析中的应用研究[J].哈尔滨职业技术学院学报,2014(4):101-102.
[9]涂虬. Excel在回归分析中的应用[J].武钢职工大学学报,2001(6):24-32.
[10]陆冬梅.数理统计在客观现实中的意义与作用分析[J].赤峰学院学报(科学教育版),2011(8):174-175.