eprintid: 1919 rev_number: 8 eprint_status: archive userid: 2 dir: disk0/00/00/19/19 datestamp: 2017-03-13 10:46:41 lastmod: 2018-03-28 12:55:49 status_changed: 2017-03-13 10:46:41 type: book_section metadata_visibility: show creators_name: Campbell, Kenneth W. corp_creators: ABS Consulting and EQECAT Inc., Beaverton, Oregon, USA title: Strong- Motion Attenuation Relations subjects: MP3_2 divisions: EPOS-IP full_text_status: none abstract: An evaluation of seismic hazards, whether deterministic (scenario based) or probabilistic, requires an estimate of the expected ground motion at the site of interest. The most common means of estimating this ground motion in engineering practice, including probabilistic seismic hazard analysis (PSHA), is the use of an attenuation relation. An attenuation relation, or ground-motion model as seismologists prefer to call it, is a mathematical-based expression that relates a specific strong-motion parameter of ground shaking to one or more seismological parameters of an earthquake. These seismological parameters quantitatively characterize the earthquake source, the wave propagation path between the source and the site, and the soil and geological profile beneath the site. ... date: 2003-07 date_type: published volume: 81B publisher: Elsevier place_of_pub: Amsterdam pagerange: 1003-1012 pages: 1948 isbn: 9780124406582 book_title: International handbook of earthquake and engineering seismology editors_name: Lee, William HK editors_name: Kanamori, Hiroo editors_name: Jennings, Paul C. editors_name: Kisslinger, Carl official_url: https://www.elsevier.com/books/international-handbook-of-earthquake-and-engineering-seismology-part-b/lee/978-0-12-440658-2?start_rank=21&sortby=sortByDateDesc&cat0=earth-and-planetary-sciences&cat1=geophysics&cat2=seismology access_IS-EPOS: limited software_references: GMPE owner: Publisher citation: Campbell, Kenneth W. (2003) Strong- Motion Attenuation Relations. In: International handbook of earthquake and engineering seismology. Elsevier, Amsterdam, pp. 1003-1012. ISBN 9780124406582