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1)  node complinance
节点柔度
2)  point flexible matrix
节点柔度矩阵
1.
By computing the point flexible matrix of the curved beam element and inverting it,the curved beam element stiffness matrix can be derived by the stiffness translating matrix.
采用节点柔度矩阵的方法,通过求逆和刚度平移矩阵最后形成曲杆单元刚度矩阵,采用卡氏第二定理求出单元荷载等效节点力,然后与节点荷载叠加,形成结构荷载。
3)  joint flexibility
节点柔性
1.
Based on the semi-experience and semi-theory formula,the calculation methods of the T-type rigid connection joints in circular tube structure and the effects of joint flexibility on the structure system are presented.
利用半经验半理论公式,介绍了圆管结构T形相贯刚接节点的计算方法和节点柔性对整个结构体系分析的影响。
4)  flexible node
柔性节点
1.
The nonlinear dynamic response of frames with flexible nodes is analyzed by using a four parameters Richard model to simulate the nonlinear moment and rotation relationship of the nodes and Masing rule to simulate the unloading and reloading seismic behavior.
采用四参数Richard模型和Masing法则来模拟框架结构柔性节点非线性弯矩-转角关系的卸载和再加载部分,对柔性节点框架结构的非线性动力反应进行分析。
5)  adjustable stiffness
柔度调节
6)  flexible node algorithm
柔性节点算法
补充资料:软柔柔
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