UG12.0螺旋铣孔报警求解答
这个螺旋洗孔,为啥会报警啊,不知道啥含义,直径10用D8洗或者D6洗然后都报警不知道咋回事呢,求解答 进刀的最小斜坡长度要比孔直径的一半要小,改一下斜坡长度就好了 第一步data:image/png;base64,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只选个孔就可以了,其他什么都不要动。第二步data:image/png;base64,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创建刀具,比孔小就可以(一般八个的孔用6或者5的刀具)只输入刀具直径其他的不要动
第三步data:image/png;base64,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每转深度可以直接选择距离,螺距那里就是每圈下刀量。也可以用斜坡角,但是斜坡角要算,有很多螺旋下刀计算器可用那个算
轴向步距和刀路数不要动
第四步data:image/png;base64,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这是控制步距的,一般不用动,有些时候可能一刀能铣完的却出来了两刀可以把最大距离改成9999
其他的没有需要改的了,整个策略需要改的地方都说完了,余量,顶偏执,底偏执,转速,进给自己根据工况来。
第四步data:image/png;base64,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这是控制轴向步距的,有些可以一刀加工完的却有两刀刀路可以把最大步距改成999,其他的没有需要改得了,这个策略相对比较简单
转速,进给,余量,顶偏执,底偏执根据工况来。
有没有一种可能你把孔选在别孔上了
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