自定义型材
请问各位大师,自定义的型材,做不了受力分析,缺少参数,如转动惯量,截面模数等参数,这些参数是如何映射,软件自带的截面特性只能计算转动惯量,没法计算截面模数截面模数是个啥 凤笙龙笛 发表于 2024-4-12 17:14
截面模数是个啥
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
凤笙龙笛 发表于 2024-4-12 17:14
截面模数是个啥
截面模数定义
右边数据填了吗
shengyz 发表于 2024-4-13 08:35
右边数据填了吗
你说的跟我说的不是一个东西,你说的那个跟材质有关,我说的这个是跟截面有关
liuyibo79 发表于 2024-4-13 09:28
你说的跟我说的不是一个东西,你说的那个跟材质有关,我说的这个是跟截面有关
打扰,说的都不是一个软件
shengyz 发表于 2024-4-13 09:38
打扰,说的都不是一个软件
没关系,欢迎探讨
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