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棉织物日晒色牢度的影响因素分析

作者:标准集团 添加时间:2015-07-11

棉织物染色最常用的是活性染料,其色谱齐全、价格便宜、生产控制方便、湿牢度好。但是活性染料染色的棉织物耐日晒色牢度相对较差,特别是浅色织物很难满足使用要求[1]。在棉织物物理检测项目中,日晒色牢度是一项非常重要的指标,已越来越受到国内外的重视。染料的日晒褪色是一个非常复杂的过程,除了染料和纤维的因素外,光源的光谱组成、织物周围的大气成分和温度等外界条件都会影响纺织品的褪色速率,另外纺织品的含水率、染色深度、纤维的微结构和皂洗等后处理都会影响耐日晒色牢度。我国现行的纺织品耐日晒色牢度测定采用GB/T 8426—1998、GB/T 8427—1998和GB/T 8429—1998,其技术内容ISO标准相差不大。此外,国际上还有美国的AATCC TM 16、AATCC TM 169、AATCC TM 192和日本的JIS L0842—2004、JIS0843—2006等。
日晒色牢度试验机是采用模拟自然环境测试纺织品在太阳光照射下的褪色程度,现多用氙弧或碳弧灯光模拟太阳光,碳弧灯能生成高能级的紫外光线,曾一度作为加速耐光试验的仪器;氙弧灯则可产生与日光光谱曲线非常接近的稳定能量分布,能为包括红外线在内的整个光谱提供能量,特别对于有色物质还能产生和日光一致的加热效应,从而大大提高了试验结果的准确性和重现性,已逐渐取代碳弧光源成为耐光色牢度检测的基准[2]。本文分别采用GB/T 8427—1998(氙弧)[3]、JIS L0842—2004(碳弧)和AATCC TM 16—2003(氙弧)[4]标准方法对织物进行日晒色牢度的测定,对染料浓度、含水率、pH值和日晒牢度促进剂对织物耐日晒色牢度的影响进行了比较和分析。

1 试验
1.1 试验材料
全棉活性染料染色织物4块(常州市常新纺织有限公司提供)。日晒色牢度促进剂L-1,纯碱,冰乙酸。以上为分析纯。
1.2 计算与测试
日晒色牢度测试按GB/T 8427—1998、JIS L0842—2004和AATCC TM 16—2003执行。织物pH值测试按GB/T7573—2002执行。织物含水率测试按GB/T 9995—1989执行。
1.3 试验仪器
美国耐光试验机ATLAS Ci3000、碳弧耐光机U48。
1.4 测试条件
所选标准方法的测试条件见表1。
1.5 工艺流程
1.5.1 棉织物染色工艺流程
浸轧染液[活性染料 2%(o.w.f)、渗透剂20 g/L、防泳移剂50g/L]→烘干→浸轧固色液(碱剂l0 g/L ~25 g/L、食盐200g/L)→汽蒸(100℃~102℃×2 min)→水洗→皂煮(净洗剂3g/L ~5 g/L、90℃~95℃)→水洗→烘干。
1.5.2 日晒色牢度促进整理工艺流程
浸轧整理液(L-1)→烘干(100℃~ll0℃)→焙烘(150℃ ×l min)。

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

2 结果与讨论
2.1 染料浓度对日晒色牢度的影响
选取4种常见纯棉织物进行二浴法轧染染色,其织物耐日晒色牢度随染料浓度的变化见表2。

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