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1)  rotational compliance
转动柔度
2)  torsional flexibility
扭转柔度
3)  receptance
动柔度
1.
Robustness analysis of axial vibration control based on receptance modification method
基于动柔度修改的轴向振动控制系统鲁棒性分析
2.
With the technology of the data simulating and analyzing,the effect of the designing parameters on the system receptances of Spindle bearing system have been researched.
运用数字仿真技术研究主轴设计参数对其工作点动力特性的影响规律 ,结果表明轴承跨距的增加将降低主轴系统的固有频率 ,附加集中质量在主轴尾端对其动力特性的改变最明显 ,在轴承支撑处增加附加阻尼对主轴系统动柔度影响显著 。
3.
A technique for identifying the location of structural damage in a beam is presented,which is called receptance method.
采用动柔度方法 ,对一根损伤梁的损伤位置进行了诊断 ,算例结果与实际损伤的位置相一致 ,证明了该方法的有效性和可行
4)  Dynamic compliance
动柔度
1.
Then according to different initial conditions,different minimum dynamic compliance structures which are robust to the uncertainty of frequency were investigated with the same robust condition.
本文提出了结构在周期激励下基于最小动柔度的结构拓扑优化方法;提出可以高效率求解大型特征值问题的修正Lanzcos算法。
5)  Dynamic flexibility
动柔度
1.
Computation of eigenvector derivatives using a shift-system dynamic flexibility;
系统移频动柔度式与特征向量导数
2.
This method uses only the dynamic flexibility data on the degrees of freedom associated with the modifying parameters, therefore, it i.
本文方法仅需利用与结构修改自由度相关联的动柔度参数,计算过程简便。
3.
In this paper a mixed expansion expression for dynamic flexibility of continuous systems is derived.
提出一种连续系统动柔度的混合展开表达式,它的前面几项是模态展开,其余各项是幂级数展开。
6)  Dynamic flexibility method
动柔度法
补充资料:软柔柔
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