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THEORETICAL DEVELOPMENTS AND NUMERICAL VERIFICATION OF A DISPLACEMENT-BASED DESIGN PROCEDURE FOR STEEL BRACED STRUCTURES

机译:钢支撑结构基于位移的设计过程的理论发展与数值验证

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The paper discusses concepts and presents procedures for the development of a displacement-based design (DBD) methodology for steel braced structures. One basic concept in DBD is the independence of yield deformations of structural members from their strength. This independence allows the yield deformation to be computed before selecting member cross section properties, i.e. at the starting phase of the design. Using appropriate sub-structuring techniques, yield displacements of the whole structure can also be computed independent of member strength. In addition, post-yield displacements can be computed before member cross sections have been completely detailed. This only requires that the ultimate limit state for the whole structure (e.g. the achievement of a limiting ductility in one or more members) is clearly identified. Once inelastic target displacements have been computed, earthquake engineering methods can be applied to compute the strength required in order that displacements are not exceeded under the design-level earthquake. The case of inverted V-bracing is taken as case study, because of specific features emphasizing problems that could be encountered in the application of the new methodology. Both static and dynamic inelastic response analyses under a set of selected acceleration records have been carried out, with reference to a 10-storey frame. Results are very encouraging about the potentialities of the novel methodology, showing that maximum displacements, drifts and ductility demand are within the limits imposed at the design stage.
机译:本文讨论了概念,并提出了开发用于钢支撑结构的基于位移的设计(DBD)方法的程序。 DBD中的一个基本概念是结构构件的屈服变形与其强度无关。这种独立性允许在选择构件横截面特性之前,即在设计的开始阶段计算屈服变形。使用适当的子构造技术,还可以独立于构件强度来计算整个结构的屈服位移。此外,可以在构件截面完全详细说明之前计算屈服后位移。这仅要求清楚地确定整个结构的最终极限状态(例如,在一个或多个构件中实现极限延展性)。一旦计算了非弹性目标位移,便可以应用地震工程方法来计算所需的强度,以便在设计级地震下不超过位移。倒置V形支撑的情况作为案例研究,因为特定的功能强调了在使用新方法时可能遇到的问题。参照一组10层的框架,已经在一组选定的加速度记录下进行了静态和动态非弹性响应分析。关于新方法的潜力,结果令人鼓舞,表明最大位移,漂移和延性要求在设计阶段施加的限制内。

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