Abstract:Modern earthquake ground motion hazard mapping in California began following the 1971 San Fernando earthquake in the Los Angeles metropolitan area of southern California. Earthquake hazard assessment followed a traditional approach, later called Deterministic Seismic Hazard Analysis (DSHA) in order to distinguish it from the newer Probabilistic Seismic Hazard Analysis (PSHA). In DSHA, seismic hazard in the event of the Maximum Credible Earthquake (MCE) magnitude from each of the known seismogenic faults within… Show more
“…Although seismic hazard analysis is considered a viable solution to seismic hazard mitigation, some discussion over its methodological robustness has been reported (e.g., Castanos and Lomnitz, 2002;Bommer, 2003;Krinitzsky, 2003;Mualchin, 2011). Mualchin (2005) commented that no seismic hazard analysis should be perfect without challenge, given our limited understanding of the random earthquake process.…”
Section: Recent Discussion On Seismic Hazard Analysismentioning
confidence: 99%
“…In terms of algorithms, DSHA estimates the seismic hazard given a worst-case earthquake size and location, and PSHA evaluates the annual rate of ground motion with the consideration of the uncertainties of earthquake size, location, and attenuation (Kramer, 1996). In the industry, DSHA has been prescribed by California since the 1970s as the underlying approach to the development of earthquake-resistant designs (Mualchin, 2011).…”
Section: Two Representative Seismic Hazard Analysesmentioning
Abstract. Earthquake size can be described with different magnitudes for different purposes. For example, local magnitude M L is usually adopted to compile an earthquake catalog, and moment magnitude M w is often prescribed by a ground motion model. Understandably, when inconsistent units are encountered in an earthquake analysis, magnitude conversion needs to be performed beforehand. However, the conversion is not expected at full certainty owing to the model error of empirical relationships. This paper introduces a novel first-order second-moment (FOSM) calculation to estimate the annual rate of earthquake motion (or seismic hazard) on a probabilistic basis, including the consideration of the uncertain magnitude conversion and three other sources of earthquake uncertainties. In addition to the methodology, this novel FOSM application to engineering seismology is demonstrated in this paper with a case study. With a local ground motion model, magnitude conversion relationship and earthquake catalog, the analysis shows that the best-estimate annual rate of peak ground acceleration (PGA) greater than 0.18 g (induced by earthquakes) is 0.002 per year at a site in Taipei, given the uncertainties of magnitude conversion, earthquake size, earthquake location, and motion attenuation.
“…Although seismic hazard analysis is considered a viable solution to seismic hazard mitigation, some discussion over its methodological robustness has been reported (e.g., Castanos and Lomnitz, 2002;Bommer, 2003;Krinitzsky, 2003;Mualchin, 2011). Mualchin (2005) commented that no seismic hazard analysis should be perfect without challenge, given our limited understanding of the random earthquake process.…”
Section: Recent Discussion On Seismic Hazard Analysismentioning
confidence: 99%
“…In terms of algorithms, DSHA estimates the seismic hazard given a worst-case earthquake size and location, and PSHA evaluates the annual rate of ground motion with the consideration of the uncertainties of earthquake size, location, and attenuation (Kramer, 1996). In the industry, DSHA has been prescribed by California since the 1970s as the underlying approach to the development of earthquake-resistant designs (Mualchin, 2011).…”
Section: Two Representative Seismic Hazard Analysesmentioning
Abstract. Earthquake size can be described with different magnitudes for different purposes. For example, local magnitude M L is usually adopted to compile an earthquake catalog, and moment magnitude M w is often prescribed by a ground motion model. Understandably, when inconsistent units are encountered in an earthquake analysis, magnitude conversion needs to be performed beforehand. However, the conversion is not expected at full certainty owing to the model error of empirical relationships. This paper introduces a novel first-order second-moment (FOSM) calculation to estimate the annual rate of earthquake motion (or seismic hazard) on a probabilistic basis, including the consideration of the uncertain magnitude conversion and three other sources of earthquake uncertainties. In addition to the methodology, this novel FOSM application to engineering seismology is demonstrated in this paper with a case study. With a local ground motion model, magnitude conversion relationship and earthquake catalog, the analysis shows that the best-estimate annual rate of peak ground acceleration (PGA) greater than 0.18 g (induced by earthquakes) is 0.002 per year at a site in Taipei, given the uncertainties of magnitude conversion, earthquake size, earthquake location, and motion attenuation.
“…The two methods have also been prescribed in various technical references. As mentioned previously, a technical reference (USNRC, 2007) prescribes PSHA as the underlying approach, in contrast to another guideline implemented by California Department of Transportation prescribing DSHA for bridge designs under earthquake loadings (Mualchin, 2011). It is worth noting that extensive discussions over the pros and cons of the two methods have been reported in the literature (e.g., Bommer, 2003;Castanos and Lomnitz, 2002;Krinitzsky, 2003;Klugel, 2008).…”
Abstract. In performance-based seismic design, groundmotion time histories are needed for analyzing dynamic responses of nonlinear structural systems. However, the number of ground-motion data at design level is often limited. In order to analyze seismic performance of structures, ground-motion time histories need to be either selected from recorded strong-motion database or numerically simulated using stochastic approaches. In this paper, a detailed procedure to select proper acceleration time histories from the Next Generation Attenuation (NGA) database for several cities in Taiwan is presented. Target response spectra are initially determined based on a local ground-motion prediction equation under representative deterministic seismic hazard analyses. Then several suites of ground motions are selected for these cities using the Design Ground Motion Library (DGML), a recently proposed interactive ground-motion selection tool. The selected time histories are representatives of the regional seismic hazard and should be beneficial to earthquake studies when comprehensive seismic hazard assessments and site investigations are unavailable. Note that this method is also applicable to site-specific motion selections with the target spectra near the ground surface considering the site effect.
“…Seismic hazards were also underestimated by PSHA for recent earthquakes, Although DSHA is not the favored current practice, it has advantages, such as (1) it has a clear physical and statistical meaning and (2) it is easily understood by earth scientists, engineers, and others. The ground motion specified for bridge design in California is actually determined by the deterministic ground motion from the maximum credible earthquake [14] and the ground motion for building seismic design in coastal California is capped by a deterministic ground motion close to major fault sources [15]. Wang and others [16] used DSHA to develop ground-motion hazard maps for bridge and highway seismic design in Kentucky.…”
The M s 8.0 Wenchuan earthquake occurred along the Longmenshan Faults in China and was a great disaster. Most of the damage and casualties during the quake were concentrated along surface rupture zones: the 240-km-long Beichuan-Yingxiu Fault and the 70-km-long Jiangyou-Guanxian Fault. Although the Longmenshan Faults are well known and studied, the surface Fault ruptures were not considered in mitigation planning, and the associated ground-motion hazard was therefore underestimated. Not considering Fault rupture and underestimating ground-motion hazard contributed to the disastrous effects of the earthquake. The lesson from the Wenchuan earthquake disaster is that the fault rupture hazard must be assessed and considered in mitigation. Furthermore, the deterministic approach is more appropriate for fault rupture hazard assessment than the probabilistic approach.
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