黑猫2013 发表于 2019-4-20 13:29:31

请教一种开关门的机构

本帖最后由 黑猫2013 于 2019-4-20 13:31 编辑

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
请教一种机构,开关门的。
使用时:1号固定 ,2号上下可动。
手动将2号下行到底,门关闭
手动将2号上拉到中间位时,会挂在中间,保证不掉落
手动将2号再上拉到底,触动某机构,2号可以下行
印像好像是一种组合的棘轮机构,不记得了,哪位大神懂得有类似的结构?尽量简单些

gaojia3000 发表于 2019-4-20 15:13:15

坐等高手解答

我的耳机 发表于 2019-4-20 16:22:24

没看到图我就瞎说了
你这怎么看怎么像卷帘门呀{:3_58:}
卷帘门里面有扭簧,配合中心转移,可以部分满足你的要求

东北制造 发表于 2019-4-20 17:13:13

我来说两句话~~~~~~
两组气弹簧,试试~~~

黑猫2013 发表于 2019-4-22 11:58:21

我的耳机 发表于 2019-4-20 16:22
没看到图我就瞎说了
你这怎么看怎么像卷帘门呀
卷帘门里面有扭簧,配合中心转移,可以部分满足你 ...

门是钣金做的,不能卷

黑猫2013 发表于 2019-4-22 11:59:52

东北制造 发表于 2019-4-20 17:13
我来说两句话~~~~~~
两组气弹簧,试试~~~

嗯,应该可以的。

羽化纤尘 发表于 2019-4-22 12:51:43

可以收一下专利:自动复位卡槽

黑猫2013 发表于 2019-4-23 08:15:13

羽化纤尘 发表于 2019-4-22 12:51
可以收一下专利:自动复位卡槽

谢谢啊,很有帮助

Just4U 发表于 2019-4-23 13:52:27

倒链葫芦

wx_Ob2Y5ABl 发表于 2019-4-23 15:43:23

我的耳机 发表于 2019-4-20 16:22
没看到图我就瞎说了
你这怎么看怎么像卷帘门呀
卷帘门里面有扭簧,配合中心转移,可以部分满足你 ...

“没看到图我就瞎说了”
看到这句我笑喷了,哈哈
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