计算圆钢的抗弯强度
假设其他一切条件都相同,一个实心、直径 D 的 圆钢,
一个是内径d、外径D的钢管,怎么计算它们的抗弯强度呢?
谢谢!
一种是计算抗弯截面系数
一种是利用软件做有限元分析
这题我会!前几天刚研究完。 换行一下自动回复了。不敢按回车了。1.确认型材的截面系数,查手册即可,也有公式,但是我是查手册就没记录公式。第二部判断你的横杆是哪种固定方式。data:image/png;base64,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。我常用图中这几种。第三部根据受力方式选择不同的计算公式,带入计算即可!附上我整理的excel表。公司电脑有加密上传不了文件。在线表格的形式【金山文档 | WPS云文档】 横梁受力计算
https://kdocs.cn/l/cc7hLf2z9Aijdata:image/png;base64,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哈哈哈哈哈哈,这你都不会了,你这些年都干什么了。
https://zhuanlan.zhihu.com/p/666865245
随便搜索一下,或者问一下大模型都有了。 哈哈哈哈哈哈,这你都不会了,你这些年都干什么了。
https://zhuanlan.zhihu.com/p/666865245
随便搜索一下,或者问一下大模型都有了。 这个应该要查手册 Dreaming___snai 发表于 2025-2-8 13:52
一种是计算抗弯截面系数
一种是利用软件做有限元分析
谢谢! 不考虑 0.0982 的常数,则:D=16 的实心圆钢抗弯系数是4096,而 D=20 d=16 的钢管 是 4723。
虽然钢管只比圆钢粗了一点点,却反而更抗弯!
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