内孔尺寸的标注
如图，我是标完右边和左边的轴承位尺寸后，从左端面到左端轴承位处标注尺寸，实际上要控制两个轴承位之间的尺寸，但是没法检验；不知这样合适不data:image/png;base64,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
是否可以用个垫块在右侧轴承端面，然后打深度 这是个典型的例子，教材上讲过。当不能直接测量的时候，就在控制总长的基础上，分别检测到左侧和右侧的距离来控制轴承位置的位置，结合封闭尺寸的概念来理解 有种东西 叫做尺寸链，你中间没有办法测量的是闭合环，把你闭合环的公差分配到两边可测量的2个尺寸上，如果这2个尺寸在公差，你闭合环的公差就可以间接保证 这个是 工艺的问题，你要是设计的话，你就标出你的设计尺寸，也就是你要保证的尺寸 首先保证装配，至于检测，可以转换基准，比如尺寸链转换！ 这是设计基准和工艺基准不统一，设计工程师标注的时候优先按设计基准去标，加工时还可以根据实际测量值补偿。
如果你按工艺基准用尺寸链去标，就相当于提高加工精度了。 标注两轴承间的距离就可以了。至于怎么检验，我觉得单这个零件来说检验还是简单的。加工两个光轴套入零件的左右两端，高出零件左右端面就可以，再线切割两个类似高度游标那样的检具，高度距离是两轴承间距离的上差和下差加两光轴的高度，然后就可以当通止规检验了
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