1) elastic wave in bar
杆中弹性波
2) generalized hyperlastic-rod
广义超弹性杆波动方程
1.
In this paper, we study the existence of the global solution, the Blow-up and the traveling wave solution for the generalized D-P type equation and the generalized hyperlastic-rod wave equation.
本文主要研究D-P类方程和广义超弹性杆波动方程解的局部存在性，整体存在性，Blow-up，以及方程的行波解的存在性等。
3) hyperelastic-rod wave equation
超弹性杆波动方程
1.
Traveling wave solution to generalized hyperelastic-rod wave equation
广义超弹性杆波动方程的行波解
4) elastic rod
弹性杆
1.
Solving two problems of the longitudinal vibration of an elastic rod by Laplace transform;
用Laplace变换法求解弹性杆的两类纵振动问题
2.
Solving the vibration problem of elastic rod with concentrated mass on one end by Laplace transformation;
再论用Laplace变换法求解端点系有集中质量的弹性杆的振动问题
3.
Vibration of an elastic rod connected to a particle;
与质点连结的弹性杆的振动
5) elastic link
弹性连杆
1.
The Dynamic Modeling and Stability Analysis of an Elastic Link;
弹性连杆的动力学建模与稳定性分析
2.
The mechanical properties of the rigid and elastic link driving patterns are compared.
比较了刚性连杆和弹性连杆两种驱动方式的力学特性，对振幅和频率的调整进行了介绍。
6) viscoelastic rod
粘弹性杆
1.
Regarding Terfenol-D rod as a viscoelastic rod continuous system and treating the induced strain by external magnetic field as equivalent force,a one-dimension wave equation for the actuator is built.
为建立超磁致伸缩执行器的动力学特性的数学模型,将Terfenol-D棒作为粘弹性杆连续系统,将Terfenol-D棒在磁场驱动下产生的应变等效为磁-机械转换等效力,建立了执行器系统的一维波动方程,并采用有限元解法求解。
2.
The differential equation of motion for a viscoelastic rod with point elastic supports under the action of axially periodic load is derived by Lagrange′s equation.
利用Lagrange方程推导了在轴向周期压载作用下点弹性支承粘弹性杆的运动微分方程,并由动力稳定理论给出了杆的临界频率方程和动力不稳定边界。
补充资料：波动方程
见双曲型偏微分方程。
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