灌灌水 发表于 2023-2-3 13:45:15

这样的超难度结构,你们做过吗??

本帖最后由 灌灌水 于 2023-2-3 14:25 编辑

一个政府形像工程,太阳能钢结构走廊,大家看看图片,立柱跟那个异形弯头用的是20MM厚钢板制作,采用什么方法可以即省成本又能达到尺寸要求?关键点在于弯头是扭转的?:lol:lol

sgxap666 发表于 2023-2-3 13:49:27

这画图的不考虑制作难度

橙梗 发表于 2023-2-3 14:16:37

做广告牌的他们不是最擅长这些扭转的东西嘛

灌灌水 发表于 2023-2-3 14:22:32

橙梗 发表于 2023-2-3 14:16
做广告牌的他们不是最擅长这些扭转的东西嘛

薄板1-3MM厚的扭转不成问题,现在是20MM厚钢板!

328Feng_328 发表于 2023-2-3 14:26:32

形象工程考虑什么成本,预算多报点,桌子上多喝点就行了。

鱼儿雷 发表于 2023-2-3 14:26:50

灌灌水 发表于 2023-2-3 14:22
薄板1-3MM厚的扭转不成问题,现在是20MM厚钢板!

画图的是设计船舶转行的:lol
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

橙梗 发表于 2023-2-3 14:35:55

灌灌水 发表于 2023-2-3 14:22
薄板1-3MM厚的扭转不成问题,现在是20MM厚钢板!

20mm折弯都难搞还扭转怎么想的啊

17567410 发表于 2023-2-3 14:40:01

不是要求铸钢件吗!

17567410 发表于 2023-2-3 14:42:32

不是要求铸钢件吗!

鑫森淼炎垚 发表于 2023-2-3 14:43:49

如果外形和尺寸不太严格的话,用人工+设备+胎具,可以做出来。
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查看完整版本: 这样的超难度结构,你们做过吗??