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织物水洗色牢度与皂洗剂关系探究

来源: /  作者:   时间: 2015-08-22 10:21

染色后用的防沾污皂洗剂
活性染料、直接染料、酸性染料、分散染料等染色后都要进行水洗、皂洗,需要皂洗剂,染色后用的皂洗剂可分为单纤维织物染色后用的防沾污皂洗剂和混纺复合纤维交织物染色后用的防沾污皂洗剂。


单纤维织物染色后用的防沾污皂洗剂
目前,单纤维织物染色后用的防沾污皂洗剂主要有:纤维素纤维织物(棉、麻、粘胶、天丝等)用活性染料染色后用的皂洗剂和蛋白质纤维织物(羊毛、丝绸)用酸性染料染色后用的皂洗剂.


 活性染料染色后用的防沾污皂洗剂
活性染料色谱齐全,色泽鲜艳,广泛应用于纤维织物的染色,染色时一般需用碱剂和盐类等.活性染料有一定的上染率,即使上染固着的染料同时也会发生水解,其水解染料吸附在纤维上形成浮色.这些浮色水解染料、未与纤维键合的染料和其他助剂杂质必须经过水洗皂洗工艺去除,并且不再回沾到纤维上,从而达到一定的色牢度.经研究,水解染料、未固着的染料和助剂杂质大部分残存在织物纤维间的毛细网络水溶液中,也有部分分布在纤维内的孔道网络中.由于这两种状态的染料洗除难易不同,因此,洗涤方式和条件也不同.活性染料水洗(皂洗)过程很复杂,有物理性交换和冲稀作用,还有物理化学作用[1],对于其研究国内外都很活跃.技术人员通过模拟装置[2],按正式生产流程进行皂洗处理后,测试脱落在各槽中的染料含量,分析水解染料(浮色)的去除率.[3]实践证实,皂洗工艺可分为洗涤初始期和洗涤期两个阶段,其洗涤对象和洗涤时工艺要求见表 1.

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

从表 1 可以看出,洗涤初始期主要是针对电解质,应该把织物上的电解质质量浓度降低到 1~2 g/L 以下,然后再升温,并加入皂洗剂,如果皂洗时有较高的电解质质量浓度,不利于水解染料解吸,也会引起染料聚集,降低从纤维内扩散出来的速度.Luttringer 研究认为,水解染料宜采用高温皂洗.Thomsen 认为 50%高亲和性水解染料在高温(95 ℃)时被洗掉.然而乙烯砜型活性染料就不宜在碱未洗净时采用高温洗涤,更不宜采用碱浴皂洗,碱剂应在洗涤初始期用大量流水快速去除.皂洗剂在洗涤时可用关系式表示:纤维·污垢+皂洗剂葑纤维·皂洗剂+污垢·皂洗剂,其中污垢包括水解染料、染色助剂杂质.平衡式中的逆向符号表示存在的污垢再沉积于纤维表面的可能,皂洗剂如果没有防沾污效果,就会造成污垢再沉积于纤维表面,皂洗不能很好地完成.从平衡式中也可以看到,皂洗剂应与纤维有较强的亲和力,与污垢(染料、杂质)也要有较强的亲和力.
活性染料染色后用的防沾污皂洗剂主要是去除未固着的染料和水解染料.因此,防沾污皂洗剂必须具有渗透、吸附、分散、络合和洗涤五大作用[4]:(1)渗透作用,具有降低工作液界面张力,渗入浮色和纤维之间,削弱浮色在纤维上的附着力,达到去除浮色的效果;(2)吸附作用,对染色织物表面具有定向吸附作用,可能是相反电荷的离子基团产生的静电吸附作用,也可能是分子中形成氢键的吸附作用;(3)分散作用,把与浮色吸附后形成的胶体物质从纤维上脱落下来再分散到工作液中,并形成稳定的悬浮分散体系;(4)络合作用,通过螯合作用,可以屏蔽染液中的金属离子,达到防沾污效果;(5)洗涤作用,可通过螯合分散剂、表面活性剂或其复配物等达到洗涤效果.防沾污皂洗剂一般都由多种助剂复配而成,除了具有上述必须的五大作用外,在应用过程中还必须具有以下四个性能:(1)使用中泡沫要少(最好是无泡)或者成泡时间要短;(2)耐硬水,不受使用厂水质的影响;(3)织物经其皂洗后不会褪变色;(4)不受皂洗温度的影响,在各种温度下都有防沾污效果.
目前,配制活性染料染色后用的防沾污皂洗剂原料大都是:(1)无机盐类;(2)聚丙烯酸类;(3)有机磷酸酯类;(4)高分子聚合物类;(5)表面活性剂类.国内外几只用于活性染料染色后用的防沾污皂洗剂见表 2.

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

实践证明,螯合分散剂能在活性染料染色后的皂洗中起防沾色作用.表 3 为 5 只螯合分散剂对 Ca2+、Mg2+的螯合值和防沾色效果(K/S 值).

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

从表 3 可知,马来酸-丙烯酸共聚物(MA-AA)的K/S 值最小,因此抗再沾污性能最好.聚丙烯酸钠(PAAS)次之,它们都是羧酸类聚合物,在水中电离成阴离子后有强烈的吸附作用,吸附悬浮在水中的水解染料缔合体、低聚物和助剂杂质粒子,使粒子表面带有相同的负电荷,产生相互排斥作用,避免了颗粒间积聚、沉积,起到了防沾色效果.

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