请教大神帮忙想一下铣缺口工装
以上是加工好的产品
用的是下面这种老式铣床
气动卡盘轻松,手动累,看你怎么选 带卡盘的角度座。。。。 做个手动偏心夹紧的工装,一次装个2、30个,成本低还有效率。 本帖最后由 状态失控 于 2023-5-19 09:40 编辑
卡盘下面垫斜铁。铣一侧后转180度,用块扁铁保证180度。
状态失控 发表于 2023-5-19 09:37
卡盘下面垫斜铁。铣一侧后转180度,用块扁铁保证180度。
师傅,请问一下用什么方式能更好的实现180度旋转,现在就是没有想好。老板说用轴承的不行,容易卡死data:image/png;base64,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
看你手里有什么工具,有气动的就做个简易的自动旋转的限位,类似A轴。
手里啥工具都没有,就用老办法,做2个工装,工装1和零件固定,工装2和工作台固定,2个工装都做斜面和零件斜面平行,保证工装1放到工装2里面的时候,零件加工面变水平。 尹志春 发表于 2023-5-19 09:26
气动卡盘轻松,手动累,看你怎么选
需要做成手动的就可以了,现在主要是难在旋转方式,手动的用轴承铁削容易卡死
图纸发出来,你看很多人有歧义了 这种好简单的。。。。。。不过设计费挺高的,要不要我帮你设计一个,费用私聊。
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