| 1. | Optimal control of an elastic plate with viscoelastic boundary conditions
粘弹性边界条件弹性板的最优控制 |
| 2. | A simple computational method of interaction between elastic plate and elastic subgrade
弹性矩形板与弹性地基共同作用的简化计算法 |
| 3. | The buckling analysis of functionally gradient thin elastic plate bonded piezoelectric patches
压电元件驱动的功能梯度弹性薄板的屈曲 |
| 4. | Exponential stabilization of elastic plates with damping and dynamical boundary conditions
具阻尼及动态边界条件的弹性板的指数可稳定性 |
| 5. | Exact and approximate solutions for surface acoustic waves in elastic plate with metal electrode layer
具有电极层无限大弹性板中表面波的精确与近似解 |
| 6. | Dynamics of thin elastic plates in large overall motions considering geometric non - linearity andcoupling deformation
作大运动弹性薄板中的几何非线性与耦合变形 |
| 7. | In the aspect of dynamic modeling , there are great difference between analytical approaches of piezoelectric laminated shell and common elastic plate / shell because of mechanical - electrical coupling mechanisms
在动力学建模方面，由于机电耦合效应的引入，使得压电层合壳的分析问题有别于常规弹性板壳理论。 |
| 8. | The cause of erroneous results are explained through analysis of a thin elastic plate in large overall motions and the coupling modeling method of flexible multibody systems is discussed in this paper
本文将通过对作大范围运动弹性薄板的讨论来揭示产生这种错误的原因及探讨对传统柔性多体系统建模理论作出改进的对策。 |
| 9. | Simply supported and multilayered magneto - electro - elastic plates : the state vector equation of transversely isotropic magneto - electro - elastic solid is established from its governing equations in a cartesian coordinate system
对于简支压电压磁弹性层合板问题，从它的基本方程出发，建立了压电压磁弹性层合板的状态变量方程。 |
| 10. | According to actual performance of rigid and flexible surface layer , visco - elastic model and elastic plates model are adopted to respectively simulate flexible and rigid surface , and the foundation is considered as transversal isotropic elastic body
基于面层的实际特征，分别采用粘弹性模型和弹性薄板模型模拟刚性和柔性面层，地基则采用了本文所探讨的地基模型。 |
