QQ登录

只需一步,快速开始

登录 | 注册 | 找回密码

三维网

 找回密码
 注册

QQ登录

只需一步,快速开始

展开

通知     

全站
goto3d 说: 版主微信号:caivin811031;还未入三维微信群的小伙伴,速度加
2022-07-04
全站
goto3d 说: 此次SW竞赛获奖名单公布如下,抱歉晚了,版主最近太忙:一等奖:塔山817;二等奖:a9041、飞鱼;三等奖:wx_dfA5IKla、xwj960414、bzlgl、hklecon;请以上各位和版主联系,领取奖金!!!
2022-03-11
查看: 2724|回复: 5
收起左侧

[求助] 角接触球轴承的安装

[复制链接]
发表于 2015-12-24 10:46:13 | 显示全部楼层 |阅读模式

马上注册,结识高手,享用更多资源,轻松玩转三维网社区。

您需要 登录 才可以下载或查看,没有帐号?注册

x
本帖最后由 熊胜兴 于 2015-12-24 10:48 编辑
% A6 Z' j6 b; I- F0 f  J3 Q$ [3 g1 n" f! d
http://data:image/png;base64,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: ]  x6 q/ ]9 z5 G8 I3 P
http://data:image/png;base64,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% ]' ^) h6 Q# y; [( Z3 R, q
谁能帮我分析下这套机构轴承的用法有没有什么不妥3 N( _2 v. Z- |- l+ o1 D$ m
这是一套推力机构,推力为200到300KG 之前一直用的深沟球轴承 能够正常使用% s' ~% Z) a/ r, y
现在想直接换成角接触球轴承 按上图能行吗# F% O$ L! t( |
感觉角接触球轴承的间隙无法调整 ( k- ^# s* R$ n( a0 o1 D
轴承是面对面 背对背还是同向好" P! C- x2 P; k
! {' `4 h8 r3 s

# l1 h# R7 E+ a$ O! A* Z2 T$ b" X* V
QQ图片20151224104859.png
QQ图片20151224104917.png
发表于 2015-12-24 12:45:00 | 显示全部楼层
本帖最后由 tangcarlos3d 于 2015-12-24 12:46 编辑
% S7 K( q( Y' C: X  N
0 G" J" n& N6 @1 F: ~7 Q' ]请将图片用jpg格式重新上传,这样其他人可以直接看到图片。不用下载了。
2 o- n$ V" Y$ r% P2 J1. 从楼主的第二张图可以看出是同向安装,这样右端没有平衡轴向力的轴承。所以:a. 左侧两个轴承应该背靠背或面对面安装,或b. 右侧也要选相同的轴承使用;* V8 e$ n5 M; O  V, N! y9 B! ?) k
2. 从易于调节左端两个配对轴承的间隙来说,应该选择背靠背(第一条的a)安装,这样调整进行只需要调节轴上的锁紧螺母即可,而不需要条件锁紧轴承外圈的端盖。$ e" L3 u& s2 @( N
3. 如果轴较长,为了减小热升温的影响,左侧背靠背安装后右端可以用一个圆柱滚子轴承来承受径向力,让轴可以轴向自由伸长。
* A0 z; P9 _. K仅供参考。% D3 ?* b1 @: ]# L6 i; V9 S# g
发表于 2015-12-24 22:31:52 | 显示全部楼层
深沟球轴承可以承受比较小的轴向力,轴向力较大还是用角接触球轴承或者圆锥滚子轴承。
9 q2 {2 }  D  ]+ P5 R8 j轴比较长时,一般一端固定,一端游动。
发表于 2015-12-25 12:10:04 | 显示全部楼层
最好把这个机构的运动方式写一下,便于分析。
发表于 2015-12-25 13:27:01 | 显示全部楼层
轴向固定不能单独使用卡环,那样没法固定。参考SKF资料。
1.jpg
2.jpg

SKF 轴承配置.pdf

1.66 MB, 下载次数: 10

发表于 2016-1-8 15:18:25 | 显示全部楼层
同意3楼的说法。
发表回复
您需要登录后才可以回帖 登录 | 注册

本版积分规则

Licensed Copyright © 2016-2020 http://www.3dportal.cn/ All Rights Reserved 京 ICP备13008828号

小黑屋|手机版|Archiver|三维网 ( 京ICP备13008828号-1 )

快速回复 返回顶部 返回列表