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Fragility of Piping Systems and Reliability of Piping Components.

机译:管道系统的易损性和管道组件的可靠性。

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摘要

Probabilistic frameworks are proposed to address the problem of evaluating seismic fragility for building-piping systems and the minimum reliability levels associated with piping design equation (9) in the ASME Boiler and Pressure Vessel Code, Section III, Division 1, NC/ND-3600 (ASME, 2007) in nuclear power plants. The main objective of the framework is to evaluate piping fragility in building-piping systems. To do so, a system level analytical piping model and a component level analytical model were developed based on experimental data. A methodology to reconcile experimental and analytical results for piping systems is presented. The damage to a piping system is characterized using the alternative form of the ASME criterion in terms of "First Leakage" as observed in laboratory tests. A nonlinear finite element model for the T-joint connection is formulated and validated with experimental results. Seismic fragility of a large-scale piping system in representative high-rise, mid-rise, and low-rise buildings is evaluated using nonlinear time history analyses. The emphasis is on evaluating the effects of piping interaction with building performance on piping fragility. The building models include the effects of building nonlinearity due to nonlinear behaviors of beams and columns which are characterized by a plastic hinge fiber model as well as a linear frame model. The main objective of the framework in the reliability-based design of piping systems is to evaluate the minimum reliability levels of the piping design equation. The design equation defined by the ASME B 2 equation or the modified B2 equation is calibrated using the Advanced First Order Reliability Method (AFORM) and Monte Carlo simulation for straight pipes and piping elbows.
机译:提出了概率框架,以解决评估建筑管道系统的地震易损性以及与ASME锅炉和压力容器规范第III节,第1部分,NC / ND-3600中的管道设计方程式(9)相关的最低可靠性等级的问题。 (ASME,2007年)。该框架的主要目标是评估建筑管道系统中管道的脆弱性。为此,根据实验数据开发了系统级分析管道模型和组件级分析模型。介绍了一种调和管道系统的实验和分析结果的方法。如在实验室测试中所观察到的,使用ASME标准的另一种形式来表征管道系统的损坏,即“首次泄漏”。建立了用于T型接头连接的非线性有限元模型,并通过实验结果进行了验证。使用非线性时间历史分析评估了代表性的高层,中层和低层建筑中大型管道系统的地震易损性。重点是评估管道相互作用与建筑物性能对管道脆性的影响。建筑物模型包括由于梁和柱的非线性行为而导致建筑物非线性的影响,其特征在于塑料铰链纤维模型和线性框架模型。该框架在基于可靠性的管道系统设计中的主要目标是评估管道设计方程式的最小可靠性。由ASME B 2方程或经修改的B2方程定义的设计方程使用高级一阶可靠性方法(AFORM)和蒙特卡洛模拟法对直管和弯管进行了校准。

著录项

  • 作者

    Ryu, Yonghee.;

  • 作者单位

    North Carolina State University.;

  • 授予单位 North Carolina State University.;
  • 学科 Engineering Civil.;Engineering Mechanical.
  • 学位 Ph.D.
  • 年度 2013
  • 页码 224 p.
  • 总页数 224
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类
  • 关键词

  • 入库时间 2022-08-17 11:42:22

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