1) hyperbolic sheet
双曲薄板
1.
Weldig deformation of hyperbolic sheet structure made of titanium alloy
钛合金双曲薄板焊接结构件的焊接变形
2) thin plate flexibility
薄板挠曲
3) thin plate bending
薄板弯曲
1.
Element-free-method MLS derivatives based on orthogonal basic functions and its application to thin plate bending;
基于正交基函数的薄板弯曲无单元法MLS导函数及其应用
2.
Meshless solution for thin plate bending problems;
弹性薄板弯曲问题的无网格解法
3.
Based on thin plate bending theory of elasticity theory, a model of space layer was applied to solve the problem about ground surface movements due to underground rock excavation.
以弹性薄板弯曲理论为基础 ,对层状矿体开采引起的地表及岩体移动问题 ,引入层状模型进行描述 ,得到了水平及倾斜矿体开采的地表移动空间解析式、计算程序 ,并用于地表移动预计 ,现场实测结果与计算结果对比 ,效果较好。
4) bending plate
弯曲薄板
1.
Damage detection of bending plate based on modal variable ratio of strain;
基于应变模态变化率的弯曲薄板结构损伤研究
2.
Using the characteristic of the regular curve boundary for a bending plate in engineering,the analytic integral formulae of assistant states in boundary element method(BEM) with the linear element for a Kirchhoff circular plate are introduced and the systematic equation of BEM is established in this paper.
利用一般弯曲薄板边界为规则曲线的特点,对工程常用的圆形弯曲薄板,采用线性单元,导出K irchhoff圆板各辅助态的边界积分解析表达式,建立问题的边界元法系统方程,从而使薄板的边界元分析完全避免通常使用的高斯积分,明显提高计算精度。
5) plate bending
薄板弯曲
1.
Application of bending moment distribution and carryover limit formula to plate bending problems;
弯矩分配传递极限公式在薄板弯曲问题中的应用
2.
A parallelogram oblique element model is developed in the Finite Element Method of Lines (FEMOL) for the solutions of oblique plate bending problems.
计算实践表明,仅用很少数量的斜单元网格就可以得斜型薄板弯曲问题高精度的解答。
6) bending plate
薄板弯曲
1.
Based on analysis of bending plate,the feasibility of the accelerating technique is discussed.
文中针对其计算时间长的缺陷 ,提出一种加速技术 ,并以小挠度薄板弯曲为例 ,对其有效性进行讨
补充资料：挠曲
1.屈曲。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条