wzsqwe7 发表于 2022-9-16 10:28:45

两块钣金贴一起什么方式可以完成

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门上需要装饰条 颜色不一样 所以不能焊接,后面是有一块整板焊接封住,所以后面没办法安装,有什么办法能固定上去呢

东北制造 发表于 2022-9-16 10:39:25




opaqueboy 发表于 2022-9-16 10:43:40

胶粘!现在有金属胶。粘接强度比金属本身还牛B

531481973 发表于 2022-9-16 11:03:27

tox

wzsqwe7 发表于 2022-9-16 11:22:30

opaqueboy 发表于 2022-9-16 10:43
胶粘!现在有金属胶。粘接强度比金属本身还牛B

喷塑后好胶吗 还是需要没喷塑胶

opaqueboy 发表于 2022-9-16 11:23:43

wzsqwe7 发表于 2022-9-16 11:22
喷塑后好胶吗 还是需要没喷塑胶

建议喷塑前粘胶。不然不会结实,喷塑面强度不行

大白小白 发表于 2022-9-16 18:47:55

钣金说清楚材质,厚度,表面。
页: [1]
查看完整版本: 两块钣金贴一起什么方式可以完成