深沟球轴承间增加垫圈的相关疑问
两深沟球轴承之间加垫圈的目的是什么,加内圈还是外圈上?data:image/png;base64,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轴承间的垫圈是用来轴向定位的. 附大概的结构
fly402418688 发表于 2019-2-17 10:04
轴承间的垫圈是用来轴向定位的.
定位外圈还是内圈呢,依据是什么?
一般是外圈,可以留少许调整量 37.5的那个孔是润滑用的么?
zll3310737 发表于 2019-2-17 10:59
37.5的那个孔是润滑用的么?
是的,但是可以改,轴承并排是不是会影响轴承安装游隙或者转动影响?
fly402418688 发表于 2019-2-17 10:04
轴承间的垫圈是用来轴向定位的.
还有如果直接并排使用会有什么影响吗?
调整轴向间隙定位的,精度要求高的话,还需要上磨床磨削的 lbz62 发表于 2019-2-17 11:07
是的,但是可以改,轴承并排是不是会影响轴承安装游隙或者转动影响?
看结构应该是外圈固定,内圈旋转,如果并列,没有垫,压紧外圈的时候有可能会影响轴承的游隙,对于要求较高,速度较高的场合不合适。目前的结构看没有问题,垫刚好让润滑油脂能顺利进入轴承,还起到隔挡作用。
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