LION_CTPJT 发表于 2019-7-11 16:35:40

铝顶盖焊接工艺问题

本帖最后由 LION_CTPJT 于 2019-7-11 16:40 编辑

请教各位大神,如下图,一个铝材质的冲压件,焊接两个凸耳,用于锁螺丝,需要至少能够承受3kg的拉力,工艺上能否实现?
data:image/png;base64,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
附上3D图。

北冥鸟的天空 发表于 2019-7-11 17:31:09

需要知道你的板材厚度,但是下载需要积分。请说一下材料厚度,或许会更方便别人解答你的问题。:)

threetigher 发表于 2019-7-11 19:46:53

stp文件

hawk23 发表于 2019-7-11 20:30:03

拉力不大,可以实现
干吧

晓昀 发表于 2019-7-11 22:15:42

凸耳的板材厚度是多少?

LION_CTPJT 发表于 2019-7-12 07:46:51

北冥鸟的天空 发表于 2019-7-11 17:31
需要知道你的板材厚度,但是下载需要积分。请说一下材料厚度,或许会更方便别人解答你的问题。

板材厚度1mm,凸耳厚度也是1mm

LION_CTPJT 发表于 2019-7-12 07:47:23

晓昀 发表于 2019-7-11 22:15
凸耳的板材厚度是多少?

1mm

LION_CTPJT 发表于 2019-7-12 07:48:42

hawk23 发表于 2019-7-11 20:30
拉力不大,可以实现
干吧

谢谢

晓昀 发表于 2019-7-12 08:50:48

LION_CTPJT 发表于 2019-7-12 07:47
1mm

承受3kg的力,够呛,凸耳有可能会变形。能不能设计成5mm的?

北冥鸟的天空 发表于 2019-7-12 09:33:30

你这个东西怎么用啊?是用螺栓螺母贯穿两个凸耳的孔?还是在两个凸耳孔上垂直向下的力啊?每个凸耳受力3公斤?
页: [1] 2 3 4
查看完整版本: 铝顶盖焊接工艺问题