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A Simplified Continuum Model for Rapid Estimation of Nonlinear Global Capacity in Discrete Frame Systems

机译:一种简化的连续模型,可在离散帧系统中快速估计非线性全球容量

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Continuum model is a useful tool for approximate analysis of tall structures including moment-resisting frames and shear wall-frame systems. In continuum model, discrete buildings are simplified such that their overall behavior is described through the contributions of flexural and shear stiffnesses at the story levels. Therefore, accurate determination of these lateral stiffness components constitutes one of the major issues in establishing reliable continuum models even if the proposed solution is an approximation to actual structural behavior. This study first examines the previous literature on the calculation of lateral stiffness components (i. e. flexural and shear stiffnesses) through comparisons with exact results obtained from discrete models. A new methodology for adapting the heightwise variation of lateral stiffness to continuum model is presented based on these comparisons. The proposed methodology is then extended for estimating the nonlinear capacity of moment resisting frames.
机译:连续模型是高大结构,包括抗弯帧和剪力墙框架系统的近似分析的有用工具。在连续模型,离散建筑物简化,使得他们的总体行为是通过弯曲和剪切刚度在故事层面的贡献描述。因此,这些横向刚度成分的准确测定构成了在建立可靠的连续模型,即使提出的解决方案是一种近似实际结构性能的主要问题之一。本研究首先检查上通过与从离散的模型获得精确的结果比较横向刚性部件(即弯曲和剪切刚度)的计算先前的文献。为适应横向刚度对连续模型的高度变化的新方法是基于这些比较呈现。然后所建议的方法被扩展用于估计抗弯帧的非线性容量。

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