基于三维性能的结构地震反应的NSPA推覆曲线和曲面类型

IF 0.5 Q4 ENGINEERING, CIVIL
M. Ćosić, S. Brčić
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引用次数: 1

摘要

本文在推广三维系统对地震作用的非线性响应的基础上,提出了一种可推覆曲线的类型和最初开发的可推覆曲面。通过对NSPA(非线性静态推覆分析)推覆面的测定和分析,可以更全面地了解结构在双向地震作用下的三维模型的响应和性能。该设置为NSPA推覆曲面数学公式的建立和生成奠定了基础,展示了NSPA推覆曲线在系统单方向响应中的应用。通过对系统在多个方向(即地震作用方向的攻角)上的响应进行积分,得到系统在容量域中的三维响应。推导了NSPA推覆曲线的类型,作为线性、非线性和崩溃子域存在的函数,并考虑了系统的非线性刚度和延性等级。基于系统延性响应的广义模型、硬化/软化区的延性以及非线性和线性域的刚度关系系数,推导了NSPA推覆面类型,并在此基础上创建了不同刚度、强度和延性的系统。本文的研究定义了NSPA推覆面的类型模型,为进一步讨论更复杂,特别是非对称几何结构的三维模型的实际推覆面以及系统在双向地震作用下的响应变化奠定了基础。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Typology of NSPA pushover curves and surfaces for 3D performance-based seismic response of structures
This paper presents a typology of pushover curves and the originally developed pushover surfaces based on the generalization of the nonlinear response of the 3D system to the earthquake action. By determination and analysis of the NSPA (Nonlinear Static Pushover Analysis) pushover surface, it is possible to obtain a more complex and complete insight of the response and performance of 3D models of structures exposed to the bidirectional seismic action. The setting which was a base for the development of mathematical formulation and generation of the NSPA pushover surface presents the application of NSPA pushover curve for the response of the system in one direction. By integrating the system responses for a number of directions, i.e. attack angles of directions of earthquake action, the presentation of 3D response of the system in the capacity domain is achieved. The typology of NSPA pushover curves is derived as a function of the existence of linear, nonlinear and collapse sub domain, and also considerations are made taking into account the nonlinear stiffness and ductility class of the system. The typology of NSPA pushover surface is derived based on the generalized model of the system response through ductility, ductility in hardening/softening zone and a coefficient of the relationship of stiffness in the nonlinear and linear domain, based on which it is possible to create systems of different stiffness, strength and ductility. The research presented in this paper defines the typological models of NSPA pushover surfaces which can be the base of further discussion on real pushover surfaces of 3D models of structures with a more complex, particularly non-symmetric geometry, as well as the variation of responses of the system due to bidirectional seismic actions.
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