【求助】薄壁环形零件
本帖最后由 百事可乐dw 于 2024-2-1 11:07 编辑薄壁环形零件选取什么材料和热处理 能减小加工变形
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
干啥用的？有什么要求没有？为啥不是毛坯处理完在加工 旋转接头绘图 发表于 2024-2-1 11:20
干啥用的？有什么要求没有？为啥不是毛坯处理完在加工
零件外圈是过盈配合 内圈有全跳动的形位公差
旋转接头绘图 发表于 2024-2-1 11:20
干啥用的？有什么要求没有？为啥不是毛坯处理完在加工
外圆是过盈配合内孔有全跳动的形位公差要求
11厚的，，，不算薄壁件了吧
减少变形，要粗半精精 粗完 要退火 尺寸没有，公差没有，在电脑里面画变形最小 无缝管调质再加工
为防止应力变形，建议放入近海海底几年，然后再磨削加工！ 薄壁零件多半是装卡变形和应力释放后变形，11mm厚建议使用磁力吸盘装卡后磨削，然后定性热处理，然后再将用于装卡的端面放到平面研磨机上研磨到平面度0.002mm左右，将零件在吸到吸盘上精磨。 这么厚也叫薄壁？怕是对薄壁有误解
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