Cano1985 发表于 2021-5-12 15:55:05

孔加工位置度不稳定

牧野卧加A81NX,加工出来的孔位置度波动有点大。求高手指点解决方法
铸铁件,φ10mm孔 钻扩铰。
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yc1990717120 发表于 2021-5-12 17:01:40

夹具问题还是床子问题?

游风曳雨 发表于 2021-5-12 20:12:59

说的太过模糊没法判断具体原因,任何质量分析离开了现场都是理论的,比如机床重复定位问题,装夹定位问题,刀具伸出长短导致的刚性问题其次还有就是铸件对刀时没有精加工的问题还有就是误差累积的问题等等,总之一句话离开了现场都是空谈

韩寒11 发表于 2021-5-12 21:11:17

设备原因的话,离不开丝杆与导轨之间的间隙

fanxx2000 发表于 2021-5-13 08:40:03

清理光栅后,重新校验一下机床各项精度。包括垂直,机床严重撞刀会有影响

远祥 发表于 2021-5-17 03:26:53

设备机械精度有问题吧!

qwe123456qwe123 发表于 2022-2-19 22:53:34

丝杆精度轴承精度主轴精度等
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查看完整版本: 孔加工位置度不稳定