论文标题

基于可靠性的塌陷评估基于性能的风力工程中风引起的钢结构

Reliability-Based Collapse Assessment of Wind-Excited Steel Structures within Performance-Based Wind Engineering

论文作者

Arunachalam, Srinivasan, Spence, Seymour M. J.

论文摘要

由于工程界对风的非弹性设计受到了,因此对计算工具的需求不断增加,这使得可以调查风引起的结构的非线性行为以及随后发展性能标准。为了满足这一需求,本文提出了针对钢结构的概率崩溃评估框架。该框架是基于与风向肺泡的随机风负载模型的高保真非线性结构建模环境的整合,以执行非线性时间历史记录分析。使用分层采样方案来传播一般的不确定性,从而有效地估计了与罕见事件相关的可靠性。通常,发现采用的模拟高保真性非线性结构行为的模型足以捕获现象,包括渐进式屈服,屈曲和低周期疲劳,这对于风引起的塌陷分析至关重要。特别地,发现采用的疲劳模型能够预测与风负载特征的非反向应力 - 应变周期相关的损伤和潜在的纤维/截面断裂。通过在45层的原型钢结构上的插图,对观察到的崩溃机制类型的关键讨论,伴随和跨风的非线性行为之间的差异,与第一产量相关的可靠性以及塌陷。通过发展脆弱功能,还提供了残留和峰故事漂移的概率描述。

As inelastic design for wind is embraced by the engineering community, there is an increasing demand for computational tools that enable the investigation of the nonlinear behavior of wind-excited structures and subsequent development of performance criteria. To address this need, a probabilistic collapse assessment framework for steel structures is proposed in this paper. The framework is based on the integration of a high-fidelity fiber-based nonlinear structural modeling environment with a wind-tunnel-informed stochastic wind load model to perform nonlinear time history analysis. General uncertainty is propagated using a stratified sampling scheme enabling the efficient estimation of reliabilities associated with rare events. The adopted models for simulating high-fidelity nonlinear structural behavior were found, in general, to be adequate for capturing phenomena, including progressive yielding, buckling, and low-cycle fatigue, that are essential for wind induced collapse analysis. In particular, the adopted fatigue model was found to be capable of predicting damage and potential fiber/section fracture associated with non-fully reversing stress-strain cycles that are characteristic of wind loading. Through illustration on a 45-story archetype steel building, critical discussions on the types of observed collapse mechanisms, the difference between alongwind and acrosswind nonlinear behavior, reliabilities associated with first yield, and collapse are presented. A probabilistic description of the residual and peak story drifts is also provided through development of fragility functions.

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