A novel continuous torsional vibration dynamics model of rotary machinery was established, which was based on the Lagrange equation.
在考虑传动系统连续分布质量的基础上，采用拉格朗日方程建立了旋转机械传动系统的连续动力学模型。
A rigid controller for the unmeasured vibration states was designed and a compensatory method for the impact on position control caused by system dynamics was given.
针对振动状态的不可测量性，应用刚性控制规律设计了控制器，给出了一种补偿系统动力学对位置控制影响的方法。
We employ the algebraic method to study the molecular highly excited vibration, especially the dynamics of dissociation and transition states.
本文利用代数方法研究了分子高激发振动态，尤其是过渡态和解离态的动力学。
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