发明内容
本发明的目的在于提供一种皮革染料及其制备方法,以解决上述的问题。
在本发明的实施例中提供了一种皮革染料,按重量计,包括:10-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物;并且含磺酸基的染料为酸性染料或含磺酸基的直接染料。
进一步地,还包括以下中的一种或多种:有机硅类增艳剂、水溶性助溶剂、
分散剂、渗透剂。
进一步地,水溶性助溶剂为二甲苯磺酸钠。
进一步地,
分散剂为亚甲基双甲基萘磺酸钠,和/或木质素磺酸钠。
进一步地,渗透剂为拉开粉。
进一步地,按重量计,10-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物,1-10份有机硅增艳剂,2-20份二甲苯磺酸钠,1-10份亚甲基双甲基萘磺酸钠,1-20份木质素磺酸钠,2-50份拉开粉。
进一步地,按重量计,50-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物,1-10份有机硅增艳剂,2-20份二甲苯磺酸钠,1-5份亚甲基双甲基萘磺酸钠,1-5份木质素磺酸钠,2-20份拉开粉。
在本发明的实施例中还提供了上述皮革染料的制备方法,包括以下步骤:
将皮革染料中的所有成分按配方中的比例在10-50℃下混合,得到皮革染料。
本发明上述实施例的皮革染料通过加入固色剂—丙烯酰胺与丙烯酸的二元共聚物实现了增加染料牢固度的目的;并且与普通的不加该固色剂的皮革染料相比,本发明的皮革染料在日晒或干/湿擦情况下的牢固级别均明显提高;另外,达到同一深度的色泽时,与普通的不加该固色剂的皮革染料相比,本发明的皮革染料的用量至少可减少15%,由此可见,本发明提供的皮革染料还具有增深的效果。其中,丙烯酰胺与丙烯酸的二元共聚物是与染料中的磺酸基结合有效降低了染料中的水溶性基团量,从而达到增深、固色的目的。
具体实施方式
下面通过具体的实施例子对本发明做进一步的详细描述。
一种皮革染料,按重量计,包括:10-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物;并且染料为含磺酸基的酸性染料或含磺酸基的直接染料。
为了更详细说明上述皮革染料,以下列举了实施例1-11。
实施例1-11
表1 实施例1-11提供的皮革染料的配方
上述所有实施例的皮革染料均具有增深、固色的技术效果,并且都是利用丙烯酰胺与丙烯酸的二元共聚物(以下简称为DPR)来实现的。DPR可以与染料中的磺酸基结合,从而降低了染料中的水溶性基团量,达到增深、固色的目的。
上述所有实施例的皮革染料还可以其它的功能助剂,例如有机硅类增艳剂(以下简称OD)、水溶性助溶剂、分散剂和渗透剂,以改善皮革染料的性能,OD中既含有与皮革的氨基结合的基团,也含有与染料中的磺酸基结合的氨基,因此,将OD加入皮革染料后可以使皮革染料与皮革牢固结合,达到增艳效果。水溶性助溶剂(例如二甲苯磺酸钠等)可以改善染料的溶解性,利于染料渗透到皮革内部,达到匀染效果。分散剂(例如亚甲基双甲基萘磺酸钠、木质素磺酸钠等)可以使染料分子互相分开,不聚集,具有更好的匀染效果。而渗透剂(例如拉开粉等)可以使皮革纤维打开,利于染料和助剂的渗透。针对上述添加功能助剂的皮革染料,可以参考如下两个范围的配比。
参考一:按重量计,10-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物,1-10份有机硅增艳剂,2-20份二甲苯磺酸钠,1-10份亚甲基双甲基萘磺酸钠,1-20份木质素磺酸钠,2-50份拉开粉。
参考二:按重量计,50-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物,1-10份有机硅增艳剂,2-20份二甲苯磺酸钠,1-5份亚甲基双甲基萘磺酸钠,1-5份木质素磺酸钠,2-20份拉开粉。
上文提及的所有皮革染料均可以采用如下方法制备:将皮革染料中的所有成分按配方中的比例在10-50℃下混合,得到皮革染料(大部分为粉末状)。
其中,混合温度10-50℃是一个关键的参数。若低于10℃,一些水溶性助剂会凝固;若高于50℃,一些染料会融化结块,均得不到可用的皮革染料。
以下实施例12-19仅列举了部分添加了功能助剂的皮革染料,同时还详细说明了其制备方法。下文中的份数均指重量份。
实施例12
一种皮革染料及其制备方法
(1)将40份酸性黑210和28份直接黑168加入混合釜中。
(2)使温度达到30℃,加入DPR10份、二甲苯磺酸钠5份、扩散剂2份、木质素磺酸钠2份、拉开粉8份、有机硅增艳剂5份。
(3)搅拌8小时,使染料与混合助剂充分混合,得到皮革染料。
实施例13
一种皮革染料及其制备方法
(1)将10份酸性绿16加入混合釜中;
(2)使温度达到10℃,加入DPR20份、二甲苯磺酸钠20份、扩散剂5份、木质素磺酸钠5份、拉开粉20份、有机硅增艳剂20份;
(3)搅拌2小时,使染料与混合助剂充分混合,得到皮革染料。
实施例14
一种皮革染料及其制备方法
(1)将70份酸性棕161加入混合釜中;
(2)使温度达到30℃,加入DPR10份、二甲苯磺酸钠5份、扩散剂5份、拉开粉5份、有机硅增艳剂5份;
(3)搅拌2小时,使染料与混合助剂充分混合,得到皮革染料。
实施例15
一种皮革染料及其制备方法
(1)将74份酸性红97加入混合釜中;
(2)使温度达到10℃,加入DPR10份、二甲苯磺酸钠5份、扩散剂1份、拉开粉5份、有机硅增艳剂5份;
(3)搅拌2小时,使染料与混合助剂充分混合,得到皮革染料。
实施例16
一种皮革染料及其制备方法
(1)将50份酸性黄42加入混合釜中;
(2)使温度达到30℃,加入DPR10份、二甲苯磺酸钠10份、扩散剂5份、木质素磺酸钠5份、拉开粉10份、有机硅增艳剂10份;
(3)搅拌5小时,使染料与混合助剂充分混合,得到皮革染料。
实施例17
一种皮革染料及其制备方法
(1)将50份酸性蓝25加入混合釜中;
(2)使温度达到50℃,加入DPR10份、二甲苯磺酸钠10份、扩散剂5份、木质素磺酸钠5份、拉开粉10份、有机硅增艳剂10份;
(3)搅拌2-8小时,使染料与混合助剂充分混合,得到皮革染料。
实施例18
一种皮革染料及其制备方法
(1)将60份酸性橙60加入混合釜中;
(2)使温度达到10-50℃,加入DPR5份、二甲苯磺酸钠5份、扩散剂5份、木质素磺酸钠5份、拉开粉10份、有机硅增艳剂10份;
(3)搅拌2-8小时,使染料与混合助剂充分混合,得到皮革染料。
实施例19
一种皮革染料及其制备方法
(1)将90份酸性紫17加入混合釜中;
(2)使温度达到10-50℃,加入DPR2份、二甲苯磺酸钠2份、扩散剂2份、木质素磺酸钠2份、拉开粉2份;
(3)搅拌3小时,使染料与混合助剂充分混合,得到皮革染料。
本发明提供的所有皮革染料可以用于各种皮革,例如苯胺、半苯胺、牛巴革及修面革、沙发革、服装革、包袋革等。利用上述所有皮革染料染色时均可以采用本领域通用的一些方法。例如,针对羊皮染色工艺,可以依次经过脱脂、复鞣、补水后再用本发明的皮革染料染色、套色,其中,染色建议采用比例为300:2:2的水、皮革染料、酸在50℃下染色。针对牛皮染色,可以依次经过酸洗、水洗、复鞣、中和、水洗、填充后再用本发明的皮革染料染色、套色,其中,染色建议采用比例为300:2:2的水、皮革染料、酸在50℃下染色。
为充分说明本发明提供的皮革染料的优异性能,以下还提供了试验数据,如表2-6所示,将普通的不加DPR的皮革染料与本发明的皮革染料的牢固度、增深效果、增艳效果、匀染效果和渗透效果进行了对比。
表2 普通的不加DPR的皮革染料与本发明的皮革染料的牢固度
表3 普通的不加DPR的皮革染料与本发明的皮革染料的增深效果
表4 普通的不加DPR的皮革染料与本发明的皮革染料的增艳效果(国际通用皮革测色仪)(不加的亮度△H为1)
表5 普通的不加DPR的皮革染料与本发明的皮革染料的匀染效果
表6 普通的不加DPR的皮革染料与本发明的皮革染料的渗透效果
注:
表2-6中的本发明的皮革染料各组的配方如下,酸性绿16配方:实例十三。酸性棕161配方:实例十四。酸性黑210配方:实例十二
表2中的“级”是ISO规定中判断染料牢度的单位,最高级别五级,最低级别小于一级,级别越高说明染料牢度愈好。
表3中的UV测试主要就是测试染在皮革上的染料的力分,力分越高,增深效果越明显。
表4采用国际通用皮革测色仪测试。
表5-6为目测。
由表2-6可知,与普通的不加DPR的皮革染料相比,本发明的皮革染料在日晒或干/湿擦情况下的牢固级别均明显高。达到同一深度的色泽时,与普通的不加DPR的皮革染料相比,本发明的皮革染料的用量至少可减少15%,可见,本发明增深效果突出。本发明的增艳效果、匀染效果和渗透效果也明显优于普通不加DPR的皮革染料。
以上所述仅为本发明的优选实施例而已,并不用于限制本发明,对于本领域的技术人员来说,本发明可以有各种更改和变化。凡在本发明的精神和原则之内,所作的任何修改、等同替换、改进等,均应包含在本发明的保护范围之内。
1.一种皮革染料,其特征在于,按重量计,包括:10-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物;并且所述染料为含磺酸基的酸性染料或含磺酸基的直接染料。
2.根据权利要求1所述的皮革染料,其特征在于,还包括以下中的一种或多种:有机硅类增艳剂、水溶性助溶剂、分散剂、渗透剂。
3.根据权利要求2所述的皮革染料,其特征在于,所述水溶性助溶剂为二甲苯磺酸钠。
4.根据权利要求2所述的皮革染料,其特征在于,所述分散剂为亚甲基双甲基萘磺酸钠,和/或木质素磺酸钠。
5.根据权利要求2所述的皮革染料,其特征在于,所述渗透剂为拉开粉。
6.根据权利要求2所述的皮革染料,其特征在于,按重量计,10-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物,1-10份有机硅增艳剂,2-20份二甲苯磺酸钠,1-10份亚甲基双甲基萘磺酸钠,1-20份木质素磺酸钠,2-50份拉开粉。
7.根据权利要求2所述的皮革染料,其特征在于,按重量计,50-90份染料,2-20份丙烯酰胺与丙烯酸的二元共聚物,1-10份有机硅增艳剂,2-20份二甲苯磺酸钠,1-5份亚甲基双甲基萘磺酸钠,1-5份木质素磺酸钠,2-20份拉开粉。
8.权利要求1-7任一项所述的皮革染料的制备方法,其特征在于,包括以下步骤:
将所述皮革染料中的所有成分按配方中的比例在10-50℃下混合,得到皮革染料。
![皮革染料 皮革染料](data:image/png;base64,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)