织物落锤式|数字式撕破强力性能测试仪厂家价格报价_上海千实

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纯棉织物压烫整理条件下的撕破性能测试

棉纤维细而柔软, 有良好的吸湿性、适中的强度、耐强碱 、耐有机溶剂 、耐漂白以及隔热耐热等优点,是纺织工业最常用的纤维.棉织物在服装市场一直占主导地位(50 %以上),但其缺点是弹性和弹性回复性差[ 1] .棉织物在扭曲和潮湿的条件下, 纤维分子链之间的氢键断裂 , 通过滑移来平衡纤维所受的内应力 ,当扭曲应力去除后 ,氢键在新的位置已经形成 ,很难通过分子链的内旋转使之回到初始位置, 氢键的断裂和重建导致了棉织物或混纺棉织物易起皱[ 2] .
纺织工业通过耐久压烫(durable press, DP)整理 , 使用交联剂与邻近纤维素通过共价交联形成网络结构 ,使纤维素和交联剂之间形成一个相对稳定的状态来提高棉织物的抗皱性.DP 整理所使用的交联剂主要有 3 类 :N-羟甲基酰胺类 、多元羧酸类和醛类 .N- 羟甲基酰胺类主要是二羟甲基二羟基乙烯脲 DMDHEU(2D 树脂)和改性 2D 树脂(织物强力下降 50 %左右)[ 3] .由于甲醛被世界卫生组织认定为一种可能的致癌原[ 4],为了开发无甲醛整理剂, 研究者开始使用多元羧酸整理剂来整理棉织物以赋予棉织物抗皱性能.W ELCH[ 5] 利用丁烷四羧酸(BTCA)来整理棉织物 ,不但避免了整理后织物的甲醛释放, 而且整理后的织物具有手感柔软 , 较高的耐久压烫性, 没有难闻的气味等优点, 但整理后织物的强力下降严重(下降高于 50 %).醛类整理织物的缺点是织物变黄和强力下降严重[ 6] .不管采用哪种整理剂 , DP 整理后织物的撕破强力下降严重一直困扰着纺织工业界 , 这不但降低了织物的耐久性 , 而且阻碍了 DP 整理在棉织物的广泛应用 .
撕裂破坏主要是靠撕裂三角区的局部应力场作用(见图 1).不同的测试方法, 其破坏机理是不同的.梯形法是拉伸作用,单缝法是剪切作用(双缝法、落锤法和翼型法与单缝法机理相似).这两种破坏机理有一些共同点 :织物撕破过程是纱线的逐根断裂,即受力三角形中纱线的受力是不均匀的, 受力三角形底边的纱线受力最大 , 受力三角形顶点处的纱线尚未受力 .撕破强力的大小与撕破过程中的受力三角形的大小成正比, 与纱线的断裂强力和断裂伸长率成正比[ 1] .
影响织物撕破强力的因素主要为织物的组织结构 、织物的经纬纱密度 、纱线断裂强力、纱线的断裂伸长率以及纱线的结构形态等[ 1 , 7-9] .织物的组织结构不同 , 经纬纱在织物中的交错情况及交织点数就不同 , 撕裂时纱线的滑移程度也就不同 .撕裂时纱线间的摩擦力将影响受力三角区的形状以及撕破强力的大小 .织物的经纬纱密度同样影响纱线之间的交错次数 、浮长以及纱线间的摩擦力和滑移情况 ,将最终影响撕破的受力三角区和受力的纱线根数 .纱线断裂强力和断裂伸长率对撕破时的受力三角区和受力的纱线根数有影响 ,也影响撕破强力大小[ 7-9] .
为此, 本文对免烫整理前后织物的拉伸、撕破强力 、组成织物的纱线的断裂强力和断裂伸长率 、纱线间的交织阻力和纱线的表面形态等指标进行测试与分析, 为提高免烫整理后织物的撕破强力提供一定的科学依据 .

1 试 验
1 .1 试样 、药品及仪器
本文所使用试样的基本参数如表 1 所示.

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

原料与试剂 :免烫树脂 LT ,氯化镁类催化剂, 聚乙烯 PE 柔软剂, 渗透剂 JFC(非离子型),均由上海市纺织科学研究院提供.
仪器:YG 541B 型织物折皱弹性测试仪(宁波纺织仪器 厂), INST RON 5566 强 力试 验机(英 国NS TRON 公司), KH-1000 数字式三维视频测试系统(美国科士达公司).
1 .2 整理工艺
(1)织物浸轧整理液 、二浸二轧(轧余率 75 %~85 %),预烘(80 ℃, 5 min), 焙烘(150 ℃, 2 min),水洗(蒸馏水, 50 ℃, 15 min),烘干(80 ℃, 5 min).
(2)1 #和 2 # 试样, 广东溢达潮交联工艺处理.
1 .3 测试方法
织物折皱回复角(WA R)、拉伸强力和撕破强力分别根据 GB/ T 3819 —1997(折痕水平回复法)、GB/T 3923 .1 —1997(条样法)和 GB/T 3917 .2 —1997(舌形试样法)测试 , 织物中抽拔出的纱线断裂强力和断裂伸长率按 GB/ T 3916 —1997 测试 .


2 结果与讨论
2 .1 对免烫整理后织物的拉伸、撕破测试分析
分别对耐久压烫整理前后紧密纺织物的拉伸 、撕 破强 力进 行测 试 , 测 试结 果 如表 2 和 3所示 .

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

从表 2 和 3 可以看出 , 整理后织物的拉伸强力、撕破强力都有不同程度的下降, 1 #织物的拉伸强力下降 40 %左右, 撕破强力的下降更严重 , 下降超过了 50 %, 严重影响了制成服装的耐久性 .
2 .2 纱线的表面形态结构
分别对 DP 整理前后织物的经纬向纱线纵向形态在 KH-1000 下进行观察 ,如图 2 和 3 所示.从图 2 和 3 处理前后纱线的表面形态可以清晰地看出 ,免烫处理后纱线表面光洁 , 同时纱线表面的毛羽有所减少.处理后纱线的表面光洁 、毛羽少, 滑移性好 , 撕裂三角区大 , 承受外力的纱线多 ,使得每根纱线的受力减小 , 纱线就不易断裂 .反之, 如果纱线表面粗糙 , 毛羽多 、滑移性差, 比较僵硬, 撕裂三角区比较小 , 共同承受力的纱线少, 每根纱线承受的力比较大, 很容易断裂[ 10] .因此 , 处理后纱线表面形态的变化可能不是影响撕破强力下降的主要因素 。

2 .3 纱线断裂强力和断裂伸长率
分别从 DP 整理前后织物中抽拔出纱线 , 测试整理前后纱线的强力和断裂伸长率, 测试结果如表4 所示.

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

表 4 表明, 对于 1 #和 2 #试样 , 从织物中取出的纱线强力保留率大致在 60 %~ 75 %范围内, 要比织物的拉伸和撕破的强力保留率高 10 %~ 25 %.免烫整理后织物的强力损失可以归为 3 部分:纤维的强力损失、纱线的强力损失和织物的强力损失 .免烫整理工艺对织物的强力损失大约在 50 %,纱线的强力损失大约在 25 %~ 40 %.因此 , 免烫整理后纱线的强力损失是织物拉伸和撕破强力损失的重要因素 .
纱线强力下降的一个重要原因就是纤维强力的下降 .DP 整理引起棉织物的强力损失主要有两方面:酸性处理液对棉纤维的降解和交联引起的强力下降[ 11-12] .因酸引起的强力损失是不可逆的, 而由于交联引起的强力是一个可逆的过程[ 13] .酸不但降低了纤维的聚合度 、相对分子质量[ 14-15], 还对纤维晶区有破坏作用,使结晶度下降, 结晶尺寸变小[ 16] .交联引起的强力下降是由于交联使纤维素大分子链受力时移动受到了限制, 导致纤维素分子链的断裂 ,从而引起强力下降[ 17] .纤维的强力损失将在后续的研究中进行分析.
表 4 还表明, 织物的撕破强力不仅与纱线的强力有关 ,也与纱线的断裂伸长率密切相关.对 2 #试样而言 ,纬向单纱的断裂伸长率要大于经向的断裂伸长率 ,导致 2 #试样的经向撕破强力大于纬向撕破强力(见表 3).1 #试样的情况相同(见表 2).这说明 ,织物的撕破强力不仅与纱线的强力有关 ,还与纱线的断裂伸长率密切相关 .单纱强力相等时, 纱线的断裂伸长率越大 , 受力三角区越大, 同时共同承受纱线根数越多 , 撕破更加困难, 撕破强力也大。

2 .4 纱线的交织阻力
为了更好地理解免烫整理工艺对纱线间摩擦情况的影响, 对 1 #和 2 #试样的交织阻力测试结果如表 5 所示 .从表 5 可以看出, 经过抗皱处理后纱线的交织阻力变化并不大 , 而且有所下降, 纱线抽拔力相差0 .01 ~ 0 .06 N .这可能由于处理后纱线形态有所改善 .另外对于斜纹织物 2 #试样而言 ,纬向的交织阻力比经向大 ,这是由于一般织物的经密比纬密大, 纬纱在抽拔时受到较多根经纱的摩擦阻力, 使得纬向的交织阻力比经向大 .对于平纹织物 1 #试样而言,经密同样大于纬密 , 而纬向的交织阻力却明显小于经向.这说明织物组织结构对纱线交织阻力也有一定的影响.
2 .5 织物 、纱线的结构
织物的组织结构、纱线结构对织物的撕破强力也有很大的影响.分别对 1 #, 2 #和 3 #试样处理前后的撕破强力进行了测试分析,如表 6 所示 .
从表 6 可以看出 , 普通环锭纺平纹织物 3 #试样的撕破强力小于10 N , 而紧密纺织物 1 #和 2 #试样的撕破强力在 25 ~ 45 N 之间.即使免烫整理后织物的撕破强力均保持 50 %左右 ,处理后紧密纺织物的撕破强力绝对值远比普通环锭纺织物的撕破强力大.这是因为紧密纺纱线的高取向度和低毛羽量使得纱线断裂强力高于环锭纺[ 18],同时紧密纺纱线光洁和毛羽少 ,撕裂时纱线易滑移 ,以上两个因素大大提高了织物的撕破强力.
表 6 还表明 ,对于 1 #, 2 #, 3 #试样的经向撕破强力保留率都大于纬向强力保留率.这是因为对于以上 3 种织物 ,经密都大于纬密, 纬纱在织物中要比经纱更加弯曲 ,交联对纬纱的影响比经纱大 ;另外一个原因是纬纱的轧余率要比经纱的大, 交联引起的强力下降要比经纱大[ 13] .

3 结 语
(1)组成织物的纱线结构 、断裂强力和断裂伸长率对织物的撕破强力有显著影响.紧密纺的纱线强力要比环锭纺的强力大 ,另外紧密纺纱线光洁, 因此,织成的织物撕破强力比环锭纺织物的撕破强力要大 .
(2)织物的组织结构 、经纬纱密度对织物的撕破强力也有影响 .平纹的撕破强力比斜纹的低 .交织点越多,纱线之间的摩擦力增大, 滑移就困难, 撕裂三角区小 ,受力的纱线根数就少,撕破强力就低.
(3)免烫整理工艺对纱线的表面状况有影响,整理后的纱线毛羽较少, 表面光滑, 但对纱线间的交织阻力影响不大 .

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