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Inner Force Analysis Of Two Typical Frames With Vertical Displacement

机译:两个典型垂直位移框架的内力分析

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Finite element method is often used to obtain exact solution in the course of internal force calculation of some complex frames which contain nodal vertical displacement such as frames with transferring layer and mega-frames with sub-structure. In the phase of scheme comparison and schematic design, methods which can quickly produce calculation results of the above said frameworks are necessary. Based on the basic principle of displacement method, this paper proposes a simple analytical method for frameworks that contain nodal vertical displacement. According to the proposal, the basic structure for calculation is the framework in which is added vertical chain-pole at relevant node; the basic unknown quantities are the nodal vertical displacement of the basic structure; the basic equation is fixed according to the equilibrium of node forces; unit vertical displacement as well as bending moment and shear diagram of the basic structure under external load are respectively obtained by using moment redistribution method; nodal vertical displacement is determined through substitution of shear force of relevant rod into the equilibrium equation of the chain-pole node; the actual internal force is determined through superposition of actual vertical displacement and internal force diagram algebra of the basic structure under vertical external load. An engineering example is introduced, which is intended to provide reference for the simple calculation for the above said complex frameworks.
机译:在一些包含节点垂直位移的复杂框架的内力计算过程中,通常使用有限元方法来获得精确的解,例如具有传递层的框架和具有子结构的巨型框架。在方案比较和方案设计的阶段,需要能够快速产生上述框架的计算结果的方法。基于位移法的基本原理,针对包含节点垂直位移的框架提出了一种简单的分析方法。根据该建议,计算的基本结构是在相关节点处增加垂直链极的框架。基本未知量是基本结构的节点垂直位移。基本方程根据节点力的平衡而固定。采用力矩重分配法分别得到了基本结构在外力作用下的单位竖向位移,弯矩和剪力图。节点垂直位移是通过将相关杆的剪力代入链杆节点的平衡方程来确定的。实际内力是通过将实际垂直位移与垂直外部载荷下基础结构的内力图代数叠加而确定的。介绍了一个工程实例,旨在为上述复杂框架的简单计算提供参考。

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