Effective prediction of earthquake-induced slope displacements, considering region-specific seismotectonic and climatic conditions
Danny Love Wamba Djukem,
Xuanmei Fan () and
Hans-Balder Havenith
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Danny Love Wamba Djukem: Chengdu University of Technology
Xuanmei Fan: Chengdu University of Technology
Hans-Balder Havenith: Liege University
Natural Hazards: Journal of the International Society for the Prevention and Mitigation of Natural Hazards, 2025, vol. 121, issue 9, No 20, 10517-10552
Abstract:
Abstract The Newmark displacement (ND) method is a reliable tool for assessing earthquake-induced slope deformation, yet a universally accepted regional-scale approach is still lacking. Existing ND equations often rely on regression from diverse strong-motion datasets or landslide statistics that were initially unavailable. To address this, we propose a site-adaptable ND approach (SAND) for various tectonic mountainous environments and scales. This knowledge- and data-driven method models cumulative slope displacement assuming normal pre-earthquake conditions, considering a quadratic relationship with peak ground acceleration (PGA) and a non-linear relationship with critical acceleration (Ac). We gradually incorporate region- and site-specific conditions, including fault type, focal mechanism, hanging/footwall effects, topographic amplifications, terrain roughness, and wetness coefficient. Case studies include landslides triggered by the Haiti earthquakes in 2010 and 2021, as well as those from Taiwan (1999), Lushan (2013 and 2022), and Luding (2022). SAND outperforms previous regression-based models in predicting landslide locations. The SAND threshold varies between 0 and 10 cm, in line with previous studies. The SAND approach quickly predicts shallow ETLs to support rescue efforts, using data on earthquake magnitude, epicenter, and focal mechanism (ideally the fault activated segment).
Keywords: Critical acceleration; PGA distribution; Quadratic relationship; Newmark displacement; Haiti; Sichuan Province (search for similar items in EconPapers)
Date: 2025
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DOI: 10.1007/s11069-025-07200-8
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