铁件 镀锌+锌系磷化 求助
工件需要先做镀锌,再做锌系磷化,再做PA11喷涂。目前单独做镀锌 和锌系磷化的供应商都找到,但是无法整合。镀锌后不钝化会氧化 无法流转到磷化厂。坛里有没有推荐或能做的,麻烦推荐。谢谢!data:image/png;base64,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
本帖最后由 zlcxxy 于 2024-7-1 17:13 编辑
要求如下
是钣金件吗? UCHIHASASUKE 发表于 2024-7-2 08:31
是钣金件吗?
不是钣金件,截面是Ω型的冲压件,壁厚3mm,内径60mm
第一次听说锌系磷化,是什么工艺? 冷水黄金 发表于 2024-7-2 08:43
第一次听说锌系磷化,是什么工艺?
倒数第2行吧?磷酸锌涂覆?
可能理解错了,
锌系磷化是作用于铁基材的,
反倒是汉高有一种磷酸锌添加剂,是作用于涂层的,可以了解看看, 一朵娇粉嫩的花 发表于 2024-7-11 13:03
可能理解错了,
锌系磷化是作用于铁基材的,
反倒是汉高有一种磷酸锌添加剂,是作用于涂层的,可以了解看 ...
老哥,能细说一下吗?意思是镀锌后,喷上汉高的这个药液吗?那句英文我理解成是镀锌后锌系磷化
zlcxxy 发表于 2024-7-23 18:49
老哥,能细说一下吗?意思是镀锌后,喷上汉高的这个药液吗?那句英文我理解成是镀锌后锌系磷化
大概我理解的意思是,电镀酸性锌8-10微米,然后表面采用粉体涂料涂装,但是在粉体涂料中要添加磷酸锌
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