舟山黄小菜 发表于 2023-5-4 08:34:27

滚筒干燥机

本帖最后由 舟山黄小菜 于 2023-5-4 09:16 编辑

:(小白刚接触这行业, 领导给我一个滚筒干燥机的 大致方向图,让我给他修饰下图纸,我不会呀。。问下大神们 ,有没有什么网站专门有图纸可以下载的??
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data:image/png;base64,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

sgxap666 发表于 2023-5-4 08:48:35

感觉你说的我都没看懂

wrn 发表于 2023-5-4 08:56:53

沐风网,开拔网,迪威模型,制造云3D,

舟山黄小菜 发表于 2023-5-4 09:14:20

sgxap666 发表于 2023-5-4 08:48
感觉你说的我都没看懂

:lol表达能力差了,哎 难搞

舟山黄小菜 发表于 2023-5-4 09:16:11

wrn 发表于 2023-5-4 08:56
沐风网,开拔网,迪威模型,制造云3D,


沐风网   下载要积分的,,

pengzhiping 发表于 2023-5-4 09:23:35

找一下 干燥机的方面的手册规范等。
这些行业规范 常识 先熟悉

再看一下相关的论文和文献 有了这些再考虑结构设计

舟山黄小菜 发表于 2023-5-4 09:31:27

pengzhiping 发表于 2023-5-4 09:23
找一下 干燥机的方面的手册规范等。
这些行业规范 常识 先熟悉



有道理,我得先了解再出图 :handshake

wrn 发表于 2023-5-4 09:51:56

迪威模型上找到的

舟山黄小菜 发表于 2023-5-4 10:41:51

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

舟山黄小菜 发表于 2023-5-4 10:44:36

wrn 发表于 2023-5-4 09:51
迪威模型上找到的

我是6米长的 滚动干燥机 内径1200,外壳1400,另外 热蒸汽是进到内筒里还是 内筒与外壳之间,然后通过汽管在到内筒。起烘干作用??
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查看完整版本: 滚筒干燥机