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Practical Recommendations from ATC-62 for Capturing Post-Elastic Behavior of Components and Systems

机译:ATC-62捕获组件和系统的后弹性行为的实用建议

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This paper is a follow-up to a presentation last year (Heintz 2007) on the results of numerical studies of degrading systems as a part of the ATC 62 project. The project document is nearly complete and includes detailed recommendations for practical application up by engineers. These include clarification of the post elastic behavior of structural components (i.e. a force-displacement capacity boundary in place of "backbones"). When the properties of components are represented realistically, the resulting force displacement (pushover) curve for the structural model defines an important boundary that can be used to estimate the post elastic behavior. Current procedures (FEMA 356/ASCE41) require that this boundary reflect a minimum strength (R_(max)) to avoid dynamic instability. An improved procedure for determining this limit is presented. If the limit is not met, a nonlinear dynamic analysis is required. For many structures a simplified nonlinear procedure, using a SDOF model based on the pushover curve, can be subjected to incremental dynamic analysis to determine the probability of instability and other limit states. These procedures also show promise for adaptation to MDOF models. The presentation will focus on examples of applications to actual buildings.
机译:本文是对去年(Heintz 2007)关于降解系统数值研究结果的一次介绍的后续活动,该研究是ATC 62项目的一部分。该项目文档已接近完成,并包含了针对工程师实际应用的详细建议。这些包括澄清结构部件的后弹性行为(即用力-位移能力边界代替“骨架”)。当组件的属性被真实地表示时,结构模型所产生的力位移(推力)曲线定义了一个重要的边界,可以用来估计后弹性行为。当前程序(FEMA 356 / ASCE41)要求该边界反映最小强度(R_(max)),以避免动态不稳定。提供了一种确定此限制的改进程序。如果未达到限制,则需要进行非线性动力学分析。对于许多结构,可以使用基于推卸曲线的SDOF模型简化的非线性程序进行增量动态分析,以确定不稳定性和其他极限状态的可能性。这些程序也显示了适应MDOF模型的希望。该演讲将重点介绍实际建筑中的应用示例。

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