hl90 发表于 2022-11-29 16:46:44

本帖最后由 hl90 于 2022-11-29 16:53 编辑

结构很简单,设计者也很大胆,
如果让我这么设计,我估计不敢;
其中,
1 悬臂太长,又没有斜肋支撑,往前推的过程中稍微有点晃动,整卷物料有掉落的风险,轻者整卷物料损坏,重者可能会伤到人;
2. 按我下面的分析,夹爪机构不靠谱,只是通过顶出机构和卷料内壁的摩擦力支撑,那可是点接触,推测黑色的6个点应该是顶紧的接触面,如果是尖锐的,优可,毕竟是扎进卷料的纸皮中,但是图中是半球形,我的顾虑可能没那么可靠,毕竟这个顶紧的力需要很大,力大了,卷料纸皮变形,上料到设备中,重心不稳,卷料的设备磨损很大;
3 在顶紧后,人工绕着轴承45°结构旋转,如果分析不错,那个凸起的框是人工旋转的把手位,不管是推还是拉。只能说人工实际操作都很别扭;
下图是我分析的结构;

2 应该就是分度销,应该是里面有弹簧的;

以下是结构动作分析;










大白小白 发表于 2022-11-29 20:21:26

hl90 发表于 2022-11-29 16:46
结构很简单,设计者也很大胆,
如果让我这么设计,我估计不敢;
其中,


大作呢?

大白小白 发表于 2022-11-29 20:37:48

hl90 发表于 2022-11-29 16:46
结构很简单,设计者也很大胆,
如果让我这么设计,我估计不敢;
其中,


如果重心在旋转轴上呢?



大白小白 发表于 2022-11-29 20:46:14

受不了了 发表于 2022-11-29 13:10
他这应该是凹印机分切机把卷料横过来用,里面有一个锁紧纸芯的机构

靠内胀轴上的6个塑料摩擦头的静摩擦力。

整机的关键就在这个部件吧。

大白小白 发表于 2022-11-29 20:48:22

hl90 发表于 2022-11-29 16:46
结构很简单,设计者也很大胆,
如果让我这么设计,我估计不敢;
其中,


90 or 180°?

大白小白 发表于 2022-11-29 20:49:15

春雨yeah 发表于 2022-11-29 13:22
0

模特短裙,凉鞋违规,必须严惩!

hl90 发表于 2022-11-29 22:06:23

大白小白 发表于 2022-11-29 20:37
如果重心在旋转轴上呢?

看楼主一楼原贴的两张照片,不管卷料水平还是竖直,他的重心都是在物料中心的,是个省力结构,力是省了,把手的位置还是给人感觉难受,我想象模拟了一下,还是难受,不过好处是物料在竖直从静止到运动的瞬间,应该是最受力,他的把手刚好起到作用,而在水平状态时把手可以不用。刚好隐藏起来,这么一想,确实很妙。

大白小白 发表于 2022-11-29 23:27:43

hl90 发表于 2022-11-29 22:06
看楼主一楼原贴的两张照片,不管卷料水平还是竖直,他的重心都是在物料中心的,是个省力结构,力是省了, ...

来料直接是水平的,更妙。除非这个料水平不能承压,短时间也不能。

春雨yeah 发表于 2022-11-30 08:47:44

hl90 发表于 2022-11-29 16:46
结构很简单,设计者也很大胆,
如果让我这么设计,我估计不敢;
其中,


点赞,设计小车的为台湾一家企业,原视频在youtube上,结构简单也巧妙之处,大家感兴趣可以看下,youtube搜索卷膜搬运即可,因无法输入网址,具体网址见图 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

春雨yeah 发表于 2022-11-30 09:01:20

hl90 发表于 2022-11-29 16:46
结构很简单,设计者也很大胆,
如果让我这么设计,我估计不敢;
其中,


截了一个动图
页: 1 [2] 3
查看完整版本: 求教 卷料搬运翻转机构