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针织品耐日晒色牢度测试方法探讨

2015-09-06 09:15 点击:

纺织品使用过程中通常是暴露在光线下的,光能破坏染料从而导致众所周知的“褪色”,使有色纺织品变色,一般变浅,发暗[1]。 耐光色牢度又称耐日晒色牢度,就是纺织品在光照条件下变色程度的判定标准,具体来讲就是指纺织品的颜色在使用及穿着过程中对日晒作用的抵抗力及受日光作用变色的程度。
纺织品中的服装在穿着过程中受日光照射多的地方容易变浅或变色,而照射不到或照射少的地方不变或变化轻,造成原来颜色一致的产品颜色深浅不一,影响穿着美观。 随着我国加入世界贸易组织WTO 以及纺织品贸易配额制的取消,我国印染厂和服装厂接到的国外定单越来越多[2],对纺织品质量的要求也越来越严格,其中染色织物的耐光色牢度就是一个很重要的质量指标,我国纺织行业很多产品标准也都将其作为一个重要的考核指标列入其中。

1 耐日晒色牢度等级要求
为了保证产品质量, 国内纺织服装产品标准对耐日晒色牢度等级做了具体的规定。此处仅以优等品、一等品、合格品为例,国标或行标中对针织 T 恤衫[3]、针织运动服[4]、针织学生服[5]、针织休闲服[6]、针织工艺衫[7]、针织泳装[8]毛针织物[9]的标准等级如表 1 所示。从表 1 可以看出,深色产品的考核指标明显高于浅色产品的考核指标。

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

无论是单色或是多种颜色的组合色,试样的耐日晒牢度会随染料浓度变化而不同,同一种染料在同一种纤维上染色,染料浓度高的深色织物,染料在纤维上的聚集体颗粒愈大,单位质量染料暴露于空气、水分子中的面积愈小,耐日晒色牢度愈高。 而染料浓度低的浅色织物, 其大部分染料呈单分子状态,也就是染料在纤维上的分散度很高,每个分子都有同样的机会受到光、空气和水分的作用,其耐日晒色牢度就低[10]。 这也正是许多产品标准中深色产品耐日晒色牢度指标要求高、浅色产品指标要求低的原因。

2 非单色针织品的耐日晒色牢度测试
在日常生活中,消费者所接触到的纺织品经常会出现深浅色交织或者是深浅色拼接、吊 染、印花等情况,消费者也更偏好于选择这类的服装来凸显自己的个性。 但是,检测行业对于非单色产品的耐光色牢度检测方法没有统一明 确的规定,大部分试验室在进行非单色针织品耐日晒色牢度测试时,因产品标准、质量等级不同,执行的方法有所不同,我所在进行非单色针织品耐日晒色牢度 试验时一律按严格的指标曝晒。
此处以一等品为例(因为送检针织品中一等品较多,也具有代表性),依据标准要求,测试非单色纺织品耐日晒色牢度时, 应深、浅色分别曝晒然后分别评级。 其中,深色部分按 4 级考核标准进行,应选取蓝色羊毛标 样 3、4 级 一 同 曝晒; 浅色部分按 3 级考核标 准 进行,应选取蓝色羊毛标样 2、3 级一同曝晒。
然而,当消费者穿着这些深浅色交织于一体的服装时,必定是要整件衣服暴露在光线下,接受阳光的照射,不可能把衣服上的深浅色分别暴露在光线下。 因此在进行试验时,也应考虑对非单色针织品进行整体曝晒,然后分别评级,这样才能更贴近人体穿着的自然规律。但是,因为耐日晒色牢度测试方法对于深浅色曝晒的时间存在很大差异,浅色经长时间的曝晒是否产生不同的结果。 为了验证深浅色同时曝晒对纺织品耐日晒色牢度的影响,特选用一组(11 份)深浅交织、印花的面料做对比试验。

3 检测方法及结果
3.1 原理
将试样与蓝色羊毛标样 (蓝标)一起放在人造 光源下、按照规定条件曝晒,然后将试样与蓝色羊毛标样进行变色对比, 评定色 牢度。 白色试样(漂白或荧光增白纺织品)是将其白度变化与蓝标对比评定色牢度[1]。 即根据 GB/T 8427—2008《纺织品 色牢度试验 耐人造光色牢度:氙灯》中方法 3 的规定,“试样只与两块蓝色羊毛标样一起曝晒,一块按规定为低允许牢度的蓝色羊毛标样和另一块更低的蓝色羊毛标样。 连续曝晒,直到在低允许牢度的蓝色羊毛标样的分段面上等于灰色样卡 4 级(阶段)和 3 级(第二阶段)的 色差。白色纺织品晒至低允许牢度的蓝色羊毛标样分段面上等于灰色样卡 4 级”进行。
3.2 试验仪器、条件与评级材料试验仪器:ATLAS 耐日晒色牢度仪。
试验条件:黑板温度 50 ℃,检测室温度35 ℃,检测室湿度 45%。试 验 材 料 :SDC 蓝 色 羊 毛 标样,GB 250 评定变色用变色灰卡。
3.3 试验过程
分别 取 3 组(各 11 份)试 样,第 1 组试样(包含面料中的所有颜色)与蓝色羊毛标样 2、3、4 级一同曝晒;第 2 组试样(只取深色部位)与蓝色羊毛标样 3、4 级一同曝晒;第 3 份试样(只取浅色部位)与蓝色羊毛标样 2、3 级一同曝晒。 当第
1、2 组蓝标 4 级、 第 3 组的蓝标 3级分别晒至灰卡 4 级和 3 级时,终止试验[1]。 具体如图 1 所示。
3.4 评级结果
3 组试样中, 深色按蓝标
4、3级评级, 浅色按蓝标
3、2 级评级,结果如表 2 所示。

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

从表 2 试验结果可以看出,对于非单色组织面料,虽然曝晒方法不同,但曝晒结果基本一致,即同时曝晒分别按深、 浅色评级和深、浅色分别曝晒评级得到结果基本一致。

4 结论
随着市场的发展与进步,市场对织物的要求越来越高,服装的颜色与种类也越来越千变万化。 要使色织物具有良好的日晒牢度,抱着对出厂服装负责、消费者负责的态度,就要全面综合考虑试验评级方法, 照顾到各个环节和影响因素。以仿效人类穿衣规律的角度出发,无论一件衣服上是否出现深浅色交织的情况,肯定会整件穿出去并同时暴露在阳光下,所以在对同一件非单色纺织品进行耐光色牢度考核时, 也应该对其进行整体暴晒,但是为了避免浅色因长时间曝晒而产生不同的结果,造成级别偏低,对于非单色针织品应该同时曝晒,然后深浅色分别评级,即深色部位对应标准中深色指标评级,浅色部位对应浅色指标评级,这样评级结果才更合理。

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

点击这里给我发消息