垂直安装轴承的定位问题,求助、求助
本帖最后由 蓝色天空h 于 2023-11-22 21:49 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垂直安装的双列角接触球轴承,轴向载荷40kg,上方用轴肩和卡簧定位,下方轴承外圈固定,内圈用什么固定方式呢?
补充内容 (2023-11-28 23:01):
用螺母锁内圈,顺便还可以调下间隙 上方背靠背轴承+锁紧螺母,下方固定内圈就行了 浮动 根据结构及条件,有以下三种固定方式可供选择:1、轴肩+轴用挡圈;2、轴肩+止动垫圈+圆螺母;3、轴肩+端盖(压盖)+螺钉。
加个图呗,你压上轴承时下轴承不就被固定了嘛 怎么还要固定? 来个图 上图犯法吗?
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