也建议用扭力弹簧，但是，我觉得滚轮应该与齿框中间留出0.1mm左右的间隙，而不是滚轮比齿框超前一点，如 ...
请恕我愚钝，扭力弹簧怎么用到我这个装置上？感谢赐教
齿框第一次见到 要向楼主学习。 用两个滚轮
画了个草图 没法上传，还不能删帖
本帖最后由 宝剑鱼肠 于 2018-10-19 12:05 编辑滚轮不能固定在3号件上，滚轮需要横向活动。在3号件尾端焊接一个竖向滚轮固定座，固定座上做一个穿杆孔。滚轮用轴固定在一个U型滚轮安装座上，滚轮安装座上焊接一根穿杆，穿杆穿过弹簧再穿过穿杆固定座上穿杆孔，最后在穿杆尾端装个锁紧螺母。锁紧螺母仅仅起防止滚轮安装座掉落的作用，与固定座之间需要保持一定的活动距离。另外穿杆孔和穿杆不能做成纯粹圆柱形，防止穿杆旋转。
这样做避免了采用拉簧，中国的拉簧寿命普遍比较短。另外一点滚轮上弹簧施力点调整在滚轮中心。
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
我也学习了。 墨中白233 发表于 2018-10-18 10:20
不明白加导向有何意义。。。因为滚轮的高度是明确的，已经是在一个固定的面上滚动了。。加所谓的导轨是不 ...
现在的问题是齿轮啮合过程中因为齿轮稍不垂直时就卡死了，卡死的时候，我是不是也可以认为轴承的中心也不垂直？ 如果把轴承那里和齿圈加以定位导向，只要保持轴承和齿圈之间相对垂直，齿轮和轴承那里是刚性连接，是不是齿轮那里也就与齿圈垂直了？