1) annular plate with clamped inner boundary
内边界固支环板
2) immovable supported annular plate
外边界固支环板
1.
The limit load of immovable supported annular plate under the combined action of linear load and uniform load was investigated by the use of Mises yield criteria.
考虑到Mises屈服条件的非线性 ,应用加权余量法分析了外边界固支环板在线性荷载与均布荷载共同作用下的极限荷载。
3) simply supported annular plate on inner boundary
内边界简支环板
1.
Limit load for simply supported annular plate on inner boundary by using Mises yield condition;
用Mises屈服条件求内边界简支环板在线性荷载作用下的极限荷载
4) annular plates supported at outside boundary
外边界支承环板
5) built-in boundary
固支边界
1.
This paper discusses comprehensively the trial function of the bending deflection on a special-shaped circular plate with built-in boundary.
从解的收敛性,位移边界条件及内力边界务件等方面论证了一种固支边界异形圆板挠度试函数的形式,为利用Galerkin法或Ritz法求解这种板的弯曲问题提供了如何选择挠度试函数的途径。
6) edge-clamped annular plate
固支环板
补充资料:内边界
内边界
internal botndary ~%26 inner boundary
内边界【加忱口目俪.业叮或~比unda习;BnyTpe”“,二印aH“明a],EucUd空间R”中区域D的 集合日D\日(CD),其中刁D是D的边界而。(c万)是闭区域万的补集的边界. E皿.0妞0”e哪B撰白苏华、胡师度译
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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