王大炮TM
发表于 2024-8-12 11:13:06
学渣渣 发表于 2024-8-9 18:05
你29米是如何涨紧的?来图看看
轴是上下活动的,然后上方做一个弹簧用来张紧
喂我袋盐
发表于 2024-8-12 11:39:55
王大炮TM 发表于 2024-8-12 11:13
轴是上下活动的,然后上方做一个弹簧用来张紧
来个图说明,29米能用,40米为何不能用呢
王大炮TM
发表于 2024-8-12 13:18:37
喂我袋盐 发表于 2024-8-12 11:39
来个图说明,29米能用,40米为何不能用呢
不是说不能用,是想问问有没有做过这么高的,这么高有没有什么问题,。
幻剑随缘
发表于 2024-8-12 13:21:02
粮食提升机?
王大炮TM
发表于 2024-8-12 15:01:03
幻剑随缘 发表于 2024-8-12 13:21
粮食提升机?
类似,也是颗粒状的,跟麦子有点像,0.4t/m3密度
xue428032
发表于 2024-8-12 16:48:26
采用动滑轮机构,料斗固定在动滑轮(链轮)上,链条2侧开口固定在地面 用螺杆张紧,动滑轮机构,相当于料斗的那个链轮2侧都有1个料条拉着,包角=180度,在重力作用下,就不会发生脱齿现象,松点,紧点,影响不大
王大炮TM
发表于 2024-8-13 11:49:56
data:image/png;base64,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是这个意思吗?,这样没太搞明白张紧是怎样的
王大炮TM
发表于 2024-8-13 12:25:24
data:image/png;base64,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画了个草图各位大佬可以看看
喂我袋盐
发表于 2024-8-14 12:50:25
王大炮TM 发表于 2024-8-13 11:49
是这个意思吗?,这样没太搞明白张紧是怎样的
啥图,看不到
喂我袋盐
发表于 2024-8-14 13:00:16
xue428032 发表于 2024-8-12 16:48
采用动滑轮机构,料斗固定在动滑轮(链轮)上,链条2侧开口固定在地面 用螺杆张紧,动滑轮机构,相当于料斗的 ...
来个图说明下