The elastic plate with damping and dynamical boundary feedback controls was studied.
研究了具阻尼及动态边界条件的弹性板的指数可稳定性。
The exponential stability for the viscoelastic plate with dynamical boundary conditions;
具动态边界条件的粘弹性薄板的指数稳定性；
Results showed that dynamical responses of spherical shell in viscoelastic saturated soil vary dramatically in different boundary conditions and response modes.
结果表明，对于黏弹性饱和土体中的球壳在不同的边界条件和响应模式下动力响应差别很大。
Based on the boundary variational theorem, the energy release quantity and energy release rate (dynamical crack extension force) along the crack boundary are obtained.
由此求得动态裂纹扩展时，沿裂纹边界的能量释放量和能量释放率(动态裂纹扩展力)。
Aim To study the boundary element method of the dynamical response of viscoelastic thin plates.
目的研究粘弹性薄板动力响应的边界元方法。
Based on the dynamical differential equations for the velocity boundary layer, dynamic integrate equation is drawn.
从边界层动态微分方程出发，按照速度边界层有关理论，推导出了边界层动态积分方程。
The dynamical respondent functions dependent of the time and the space for the velocity boundary layer are different from the classical results.
在对边界层速度合理假设的基础上，求解了动态积分方程，给出了依时间和空间变化的边界层厚度响应函数。
The transitional primary dynamical processes, which were constructed in the experiment in a transitional boundary layer, were used to make further analysis on the turbulent cascade patterns.
利用在边界层转捩中逐渐建立起来的主要动力学过程，对湍流级串概念做了进一步的分析。
The dynamical model can be used to calculate maximum ice jam stages when discharge hydrographs at boundary sections are provided.
应用动力模型可以计算出某一流量过程的最高冰塞、冰坝水位。
Dynamical cavitation in a spheroid composed of two incompressible thermal-hyperelastic Gent-Thomas materials under boundary dead-loading is examined.
该文研究了由两个不可压热超弹性球体组合而成的物体在突加表面均布拉伸载荷作用下空穴的动态生成问题。
Dynamical cavitation in a spheroid composed of two incompressible thermal-hyperelastic Gent-Thomas materials under boundary dead-loading is examined.
该文研究了由两个不可压热超弹性球体组合而成的物体在突加表面均布拉伸载荷作用下空穴的动态生成问题。
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