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棉织物日晒色牢度的影响因素分析

2015-09-01 09:37 点击:

棉织物染色常用的是活性染料,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/T8426—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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

从表2可以看出,染料红RGB有较好的耐日晒色牢度,基本都达4~5级,染料浓度的变化对日晒色牢度的影响没能反映出来,蓝C-R、黄S3R和黑B三种染料浓度越低,其耐日晒色牢度越差,颜色越浅日晒色牢度越差。其中蓝C-R和黑B染料的耐日晒色牢度差,可见棉织物的耐日晒色牢度与染料的品种有关系,染料浓度越低,色牢度越差。
2.2 织物pH值对日晒色牢度的影响
将染色棉织物分别浸轧冰醋酸和纯碱溶液,用来调整织物的pH值,其耐日晒色牢度与pH值的关系见表3。从表3来看,pH值对棉织物的日晒色牢度影响很大,织物在中性附近耐日晒色牢度好,偏酸、偏碱性棉织物的日晒色牢度都不好。
2.3 织物含水率对日晒色牢度的影响
将织物表面喷淋蒸馏水,控制其含水率,测试前应将织物于20℃、湿度65%条件下平衡30 min。其纯棉织物日

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

从表4来看,含水率对棉织物日晒色牢度的影响较大,含水率越大,色牢度越差。这主要是由于棉织物含水率越大,聚集在织物表面的染料颗粒与水分作用的面积越大,日晒色牢度就降低。
2.4 日晒色牢度促进剂对日晒色牢度的影响
选用日晒色牢度促进剂时,应根据不同染料、不同纤维采用不同的日晒色牢度促进剂。活性染料染色的棉织物,常用市售日晒色牢度促进剂L-1。棉织物经浸轧整理液(L-1,40 g/L)经烘干(100℃~ll0℃)、焙烘(150℃×lmin)后,用耐日晒牢度提升整理剂处理,结果4种染料的棉织物耐日晒色牢度均有不同程度的提高,提高幅度可达0.5~1.5级。实际生产中,为加工方便,日晒色牢度促进整理剂往往和其他整理程序同时使用,因此要注意日晒色牢度促进整理剂和其他试剂共同整理棉织物时的增效和缩减作用。

3 结论
3.1 染料种类和染料的浓度对棉织物日晒色牢度影响很大,染料浓度越大日晒色牢度越好,染料浓度越低日晒色牢度越差。
3.2 织物的pH值和含水率对织物日晒色牢度有较大影响,pH值过高或过低织物的日晒色牢度都不好,织物在中性附近日晒色牢度较好;棉织物随含水率的增加日晒色牢度有所降低。
3.3 日晒牢度促进剂对提高棉织物的日晒色牢度是有效的,但要考虑棉织物提高日晒色牢度整理和其他后整理同浴使用时,试剂之间的协同作用。

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