王立忠. 框架剪力墙结构协同工作的渐近解法[J]. 工程力学, 1988, 5(3): 50-59.
引用本文: 王立忠. 框架剪力墙结构协同工作的渐近解法[J]. 工程力学, 1988, 5(3): 50-59.
Wang Lizhong. AN ITERATION METHOD FOR COOPERATION OF FRAME AND SHEAR WALL[J]. Engineering Mechanics, 1988, 5(3): 50-59.
Citation: Wang Lizhong. AN ITERATION METHOD FOR COOPERATION OF FRAME AND SHEAR WALL[J]. Engineering Mechanics, 1988, 5(3): 50-59.

框架剪力墙结构协同工作的渐近解法

AN ITERATION METHOD FOR COOPERATION OF FRAME AND SHEAR WALL

  • 摘要: 本文基于通常采用的一些假设,建立了框架剪力墙体系(以下简称F-W体系)在水平荷载作用下协同工作的计算模型。根据力法原理推导出楼层侧移、剪力墙在楼层处的转角、连系梁端弯矩及框架层间剪力的迭代公式。由于采用了对每次迭代初值的修正,保证了迭代过程的收敛性。尤其对具有刚性剪力墙的F-W体系(实际结构均属此类),收敛速度很快,一般只需三、四次迭代计算,便可达到工程要求的精度。本文介绍的渐近计算法,即不要进行连系深的连续化假设,也不受结构层高及结构沿高度方向刚度变化的限制。克服了微分方程法由于对连系梁的连续化假设所产生的一些问题,而且计算步骤机械、过程简单、容易掌握使用。

     

    Abstract: In this paper,an lteration formulation is derived by force method for the drift of storey,the angle of rotation of shear wall at storey,the end moment of the beam and the shear of storey under horizonal loads.As the correction of initial value in iteration is used,the convergence of iteration can be ensured.Especidlly for the frame-shear wall system with rigid shear wall,the iteration converges more rapidly.In general,the accuracy needed in engineering can be obtained in only three or four iterations. The method given in this paper has mechanical steps and convenience in calculation.Some questions in the differential equation method,which are arisen by the assumptios about the continuity of the beam,can be solved.

     

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