28.05.2014 Views

r - The Hong Kong Polytechnic University

r - The Hong Kong Polytechnic University

r - The Hong Kong Polytechnic University

SHOW MORE
SHOW LESS

Create successful ePaper yourself

Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.

<strong>The</strong> 5th Cross-strait Conference on Structural and Geotechnical Engineering (SGE-5)<br />

<strong>Hong</strong> <strong>Kong</strong>, China, 13-15 July 2011<br />

SCALING EARTHQUAKE RECORDS FOR SEISMIC PERFORMANCE<br />

ASSESSMENT OF BUILDINGS<br />

Yin-Nan Huang 1<br />

1<br />

Department of Civil Engineering,<br />

National Taiwan <strong>University</strong>, Taipei, Taiwan.<br />

ABSTRACT<br />

<strong>The</strong> procedures used to select and scale earthquake ground motions for nonlinear response-history analysis<br />

directly affect the distributions of response of structural components and nonstructural components (secondary<br />

systems). <strong>The</strong> paper presents the results of a study of three scaling methods: 1) geometric mean scaling of pairs<br />

of ground motions, 2) spectrum matching of ground-motion components and 3) first-mode-period scaling to a<br />

target spectral acceleration. Data were developed by nonlinear response-history analysis of a large family of<br />

nonlinear SDOF oscillators that could represent first-mode-dominated fixed-base and base-isolated structures.<br />

<strong>The</strong> results show that Method 1 preserves the irregular spectral shape of recorded ground motion and retains<br />

some dispersion in the spectral demand. Method 2 underestimates the median seismic demand in nonlinear<br />

systems with ductility greater than 2.5 and cannot capture the dispersion in the structural response. Method 3<br />

provides unbiased estimates of median responses of nonlinear systems, produces dispersions of the same order<br />

as or greater than those of Method 1 for nonlinear systems with ductility greater than 3, but cannot capture the<br />

dispersion in response of elastic and near-elastic systems.<br />

KEYWORDS<br />

Ground motion, response spectra, scaling, seismic design, time-series analysis.<br />

INTRODUCTION<br />

<strong>The</strong> first-generation tools for Performance-Based Earthquake Engineering (PBEE), such as those documented in<br />

FEMA 273 and 274 (FEMA 1997), FEMA 356 (FEMA 2000b) and ASCE/SEI 41-06 (ASCE 2006), use a<br />

deterministic approach to assess structural performance. FEMA 350 (FEMA 2000a), which was drafted as part<br />

of the SAC Steel Project, extended the first generation tools and introduced probabilistic seismic assessment<br />

procedures for buildings. <strong>The</strong> ATC-58 project is developing the second generation tools and guidelines for<br />

performance-based seismic design and assessment using a probability framework, which incorporates the<br />

inherent uncertainty and variability in seismic hazard, structural and non-structural responses, damage states and<br />

economic and casualty losses (ATC 2008).<br />

One key issue in any seismic performance assessment procedure is the scaling of ground motions for nonlinear<br />

response-history analysis, which should preserve the distribution (e.g., both median and dispersion) in the<br />

earthquake shaking for the selected characterization of the hazard (e.g., a spectrum, a magnitude-distance pair,<br />

or one or a family of hazard curves) for the site of interest so that one can properly capture the distributions of<br />

structural responses and demands on secondary systems.<br />

This paper seeks to identify the influence of different scaling procedures on the distributions of structural<br />

responses and demands on nonstructural components and secondary systems. Results of analysis using three<br />

scaling procedures are presented: a spectrum-matching procedure and two amplitude-scaling procedures.<br />

Bilinear single-degree-of-freedom (SDOF) oscillators are used to represent fixed-based and base-isolated<br />

structures. Both median responses and dispersions are reported. <strong>The</strong> advantages and disadvantages of the<br />

procedures are identified.<br />

NUMERICAL MODELS AND SEED GROUND MOTIONS<br />

A large number of bilinear SDOF models were analyzed for this study. Yield strengths were set at infinity,<br />

0.40W, 0.20W, 0.10W, and 0.06W to represent, albeit simplistically, conventional and isolated (0.06W)<br />

construction, where W is the reactive weight of the structure. In this paper, only the results for yield strengths of<br />

-382-

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!