针织织物的结构和结构参数对男袜热性能的影响

Predrag Tasic, D. Trajković, J. Geršak
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引用次数: 0

摘要

研究罗纹针织物的结构和结构参数对男袜热性能的影响。男式袜子是由三种基本纱线制成的三种不同的图案结构:竹、棉和棉/聚酯混纺纱线,外加锦纶长丝和所谓的“渲染袜子”包裹橡胶丝。对所分析的袜子罗纹,确定了纱线最重要的结构参数和针织物的结构参数。采用Thermal Labo和Thermal Mannequin测量装置测定袜子的热性能,如冷触感性能、导热系数、保温系数和热阻。结果表明,针织物的结构和结构参数会影响袜子的热性能,使其具有不同程度的绝缘或导热性。冷暖感觉参数和导热系数的值根据施工模式的不同而变化,随着面环数量的增加而减少,即按照R1:1> R3:1> R7:1的顺序。保温能力的下降顺序为R7:1 > R3:1 > R1:1。两种方法均测定了R7:1罗纹针织袜的最高保热值。以厚度、环长、单位面积质量和孔隙度为自变量,热阻(由Thermo Labo法确定)为因变量,建立了回归方程。环路长度和每单位面积的质量对模型有重要贡献。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Influence of structural and constructional parameters of knitted fabrics on the thermal properties of men's socks
The research is focused on determining the influence of structural and constructional parameters of rib knitted fabrics on the thermal properties of men's socks. Men's socks are made in three different pattern constructions of three types of basic yarns: bamboo, cotton and a cotton/polyester blend with the additional filament polyamide yarn and wrapped rubber wire for the so-called render socks. For all analyzed sock rib patterns, the most important structural parameters of the yarn and construction parameters of the knitted fabrics were determined. Thermal properties of socks such as the cool touch feeling property, thermal conductivity, heat retention coefficient and thermal resistance were determined by using Thermal Labo and Thermal Mannequin measuring devices. The structural and constructional parameters of knitted fabrics were shown to affect the investigated thermal properties of the socks, making them more or less insulating or heat conducting. Values of the warm-cold feeling parameter as well as thermal conductivity vary depending on the construction pattern, showing a decrease as the number of face loops is increased i.e. in the sequence R1:1> R3:1> R7:1. The ability to retain heat decreases in the opposite sequence R7:1 > R3:1 > R1:1. The highest values of heat retention were determined for R7:1 rib knitted socks by both methods. A regression equation has been established with thickness, loop length, mass per unit area and porosity as independent variables, and thermal resistance (determined by the Thermo Labo method) as the dependent variable. The loop length and mass per unit area were shown to contribute significantly to the model.
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