Grants - AWARD SUMMARY


LELAND STANFORD JUNIOR UNIVERSITY, THE


Understanding seismic ground motion in the high frequency range (>1 Hz) is of substantial interest to the engineering community since the resonance frequency of most man-made structures lies within it. In this frequency range, ground motion is relatively incoherent and all frequencies are present, suggesting a source process that excites waves of all wavelengths. This project explores earthquake rupture propagation on rough faults with the working hypothesis that the irregular propagation induced by roughness might be responsible for producing observed levels of high frequency radiation. In particular, natural faults are well described as self-similar fractal surfaces: roughness is present at all scales and the amplitude of the roughness associated with a particular wavelength is proportional to that wavelength. Slip on nonplanar faults perturbs the local stress field, causing local accelerations and decelerations of propagating ruptures and the emission of seismic waves. In addition to the specific focus on high frequency ground motion, the project investigates general characteristics of earthquake dynamics on nonplanar faults. These research questions will be addressed using direct numerical simulations of dynamic ruptures on nonplanar faults. The faults are governed by rate-and-state friction laws featuring extreme velocity-weakening behavior at coseismic slip rates, as observed in laboratory experiments. The off-fault response is modeled as that of a Drucker-Prager elastic-plastic material (similar to a Mohr-Coloumb material) in either a rate-independent or viscoplastic formulation. The irregular geometries are handled using a coordinate mapping technique and high order finite differences are used to approximate the governing equations numerically. The particular numerical method features several mechanisms (upwinding and the adaptive selection of finite difference stencils) that prevent the development of spurious oscillations that would otherwise contaminate the solution at the high frequencies of interest.

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AWARD OVERVIEW

AWARD OVERVIEW
Award Number 0910574 Funding Agency National Science Foundation
Total Award Amount $250,326 Project Location - City Stanford
Award Date 08/31/2009 Project Location - State CA
Project Status Completed Project Location - Zip 94305-4124
Jobs Reported 0.00 Congressional District 14
Project Location - Country US

Recipient Information (Grants)

Recipient Information (Grants)
Recipient Name LELAND STANFORD JUNIOR UNIVERSITY, THE
Recipient DUNS Number 009214214
Recipient Address 450 SERRA MALL
Recipient City STANFORD
Recipient State California
Recipient Zip 94305-2004
Recipient Congressional District 14
Recipient Country USA
Required to Report Top 5
Highly Compensated Officials
No

Projects and Jobs Information

Projects and Jobs Information
Project Title Collaborative Research: Earthquakes on Nonplanar Faults: Rupture Dynamics and High Frequency Ground Motion
Project Status Completed
Final Project Report Submitted Yes
Project Activities Description Research & Public Policy Analysis
Quarterly Activities/Project Description This award is supporting one postdoctoral researcher and provides one summer month of salary for the PI per year. We have completed development of the finite difference code described in the Award Description. Rigorous proofs of stability and accuracy were obtained in collaboration with Jan Nordstrom from Uppsala University in Sweden. We have published one paper describing our numerical methods to the Journal of Scientific Computing and another is in press at the same journal. We have also applied the code to study rupture dynamics with strongly rate-weakening friction laws and off-fault plasticity. This was done for both flat faults and rough faults, and we have now published two papers in the Bulletin of the Seismological Society of America on the subject (in the October 2011 issue). We are now investigating how fault roughness increases the resistance to slip and are preparing a paper on this topic; that will be completed this summer We are also attempting to establish a quantitative link between the spectra of high frequency ground motion records and the statistical properties of fault roughness. We are looking at how the radiation pattern, including directivity effects, varies as a function of frequency. Finally, we have generated an ensemble of rupture models on nonplanar faults to examine statistical properties of ruptures. We have found that at the stress levels at which natural faults are expected to operate, most ruptures that nucleate are immediately arrested. Only a few become large events, which is consistent with known earthquake statistics. The postdoc is preparing a paper on this. No additional expenses will be posted to this award.
Jobs Created 0.00
Description of Jobs Created None at this time


Purchaser Information (Grants)

Purchaser Information
Contracting Office ID Not Reported
Contracting Office Name Not Available
Contracting Office Region Not Available
TAS Major Program 49-0101

Award Information

Award Information
Award Date 08/31/2009
Award Number 0910574
Order Number
Award Type Grants
Funding Agency ID 49
Funding Agency Name National Science Foundation
Funding Office Name Not Available
Awarding Agency ID 49
Awarding Agency Name National Science Foundation
Amount of Award $250,326
Funds Invoiced/Received $250,326
Expenditure Amount $250,326
Infrastructure Expenditure Amount $0
Infrastructure Purpose and Rationale Not Reported
Infrastructure Point of Contact Name Not Reported
Infrastructure Point of Contact Email Not Reported
Infrastructure Point of Contact Phone Not Reported
Infrastructure Point of Contact Address Not Reported
Infrastructure Point of Contact City Not Reported
Infrastructure Point of Contact State Not Reported
Infrastructure Point of Contact Zip Not Reported

Product or Service Information (Grants)

Product or Service Information
Primary Activity Code **K
Activity Description Research & Public Policy Analysis

Sub-Awards Information

Sub-Awards Information
Sub-awards to Organizations 0
Sub-award Amounts to Organizations $0
Sub-Awards to Individuals 0
Sub-Award Amounts to Individuals $0
Number of Sub-awards less than $25,000/award 0
Amount of Sub-awards less than $25,000/award $0
Number of payments to vendors greater than $25,000 0
Total Amount of payments to vendors greater than $25,000/award $0
Number of payments to vendors less than $25,000/award 33
Total Amount of payments to vendors less than $25,000/award $10,873







Project Location Detail

Location Information
Latitude, Longitude 37º 25' 35", -122º 10' 27"
Congressional District 14
Address 1 Stanford University
Address 2 340 Panama Street
City Stanford
County Santa Clara
State CA
Zip 94305-4124
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