在基于位移的设计框架中实施结构性能因子(Sp)

IF 0.8 Q4 ENGINEERING, GEOLOGICAL
D. Marriott
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引用次数: 0

摘要

本文讨论了结构性能因子(SP)在直接基于位移的设计框架(Direct- dbd)中的应用。正如新西兰荷载标准NZS1170.5:2004[1]中所述,SP系数是延性结构的基本剪切倍率(折减系数),即随着设计延性的增加,SP系数减小。SP因子旨在通过考虑设计者无法可靠估计的响应属性,承认延性系统的结构性能优于预期(强度和延性能力)。SP系数也承认非延性结构的抗震性能不太可靠,允许对非延性结构进行更小的减小(更大的SP系数)。在传统的基于力的设计框架中,SP因子既可以应用于设计响应谱(地震危险/需求倍增器),也可以应用于设计结束时的基础剪切倍增器(结构容量倍增器)——这两种方法中的任何一种都会产生相同的设计,就所需的设计基础剪切和计算的ULS位移/漂移需求而言。然而,在Direct-DBD框架中,这两种方法产生的结果非常不同,特别是,如果将SP应用于地震需求,则设计基础剪力有效地乘以(SP)2(即减少两倍)。本文提出了一个“dbd校正”的SP因子,将其应用于直接dbd的设计响应谱,以实现SP因子应用于基于力的设计的目的。在NZS 1170.5:2004 [1], SP,DDBD = (1+SP)/2范围内,所提出的经dbd校正的SP因子与应用于数值积分时程分析方法的弹性场地危险谱C(T)的SP关系相同,具有吸引力。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Implementation of the structural performance factor (Sp) within a displacement-based design framework
This paper discusses the application of the Structural Performance factor (SP) within a Direct Displacement-Based Design framework (Direct-DBD). As stated within the New Zealand loadings standard, NZS1170.5:2004 [1], the SP factor is a base shear multiplier (reduction factor) for ductile structures, i.e. as the design ductility increases, the SP factor reduces. The SP factor is intended to acknowledge the better-than-expected structural behaviour of ductile systems (both strength, and ductility capacity) by accounting for attributes of response that designers are unable to reliably estimate. The SP factor also recognizes the less dependable seismic performance of non-ductile structures, by permitting less of a reduction (a larger SP factor) for non-ductile structures. Within a traditional force-based design framework the SP factor can be applied to either the design response spectrum (a seismic hazard/demand multiplier), or as a base shear multiplier at the end of design (structural capacity multiplier) – either of these two approaches will yield an identical design in terms of the required design base shear and computed ULS displacement/drift demands. However, these two approaches yield very different outcomes within a Direct-DBD framework – in particular, if SP is applied to the seismic demand, the design base shear is effectively multiplied by (SP)2 (i.e. a two-fold reduction). This paper presents a “DBD-corrected” SP factor to be applied to the design response spectrum in Direct-DBD in order to achieve the intent of the SP factor as it applies to force-based design. The proposed DBD-corrected SP factor is attractive in that it is identical to the SP relationship applied to the elastic site hazard spectrum C(T) for numerical integration time history method of analysis within NZS 1170.5:2004 [1], SP,DDBD = (1+SP)/2.
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来源期刊
CiteScore
2.50
自引率
17.60%
发文量
14
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