Shelley J. Kenner
Assistant Professor
Department of Geological Sciences
Crustal Deformation, Fault Mechanics, and Geodesy
email: skenner@uky.edu
office: 306 Slone Building
phone: (859) 257-5506
Department of Geological Sciences
101 Slone Building
University of Kentucky
Lexington, Kentucky 40506-0053
General Interests
My background is in mechanical engineering and I am generally interested
in solid mechanics problems in the earth sciences. My particular
interests involve modeling the long term, large scale tectonic problems
using numerical modeling techniques. In addition, I am also interested
in the use of geodetic datasets, especially triangulation, Global Positioning
System (GPS), and Interferometric Synthetic Aperature Radar (InSar), for
the solution various geophysical, tectonics, and geotechnical problems.
More specifically, I am interested in
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Large scale, long term evolution of plate boundary regions
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The structure and rheology of the earth's lower crust
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Time dependent deformation during earthquake cycles
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Stress and strain interactions between faults in complex, multiple fault
systems
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Mechanisms of postseismic and interseismic stress concentration along active
faults
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Use of geodetic data to contrain models of tectonic and geotechnical deformation
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Application of solid mechanics and finite element modeling techniques to
crustal deformation studies
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Improved estimation of seismic hazard using more complete temporal-spatial
datasets and modeling techniques
The majority of my research employs finite element modeling techniques
to investigate time-dependent, laterally inhomogeneous rheological distributions
in the earth's lithosphere. Discrete faults, which I model using
contact surfaces, provide an additional complication in many of my finite
element models. To make these faults behave more realistically, I
have had to implement a number of different fault failure criteria and
friction laws.
To help generate and manage the finite element models, I have developed
a geologically based finite element pre-, post-processor called APMODEL.
This code, written using MATLAB,
defines the model geometry, boundary conditions, initial conditions, and
finite element mesh. It also helps the user specify necessary
numerical controls, time-stepping information, and output requests.
Finally, the code outputs an input file appropriate for the finite element
code being used. I use the commercially available finite element
program ABAQUS for the majority of my
modeling.
Currently, I am involved in the finite element analysis of time-dependent
deformation, strain accumulation and stress transfer in the the San Andreas
fault system in Northern California, in the New Madrid Seismic Zone in
the south-central United States, in the Basin and Range Province in the
western United States, in the Eastern California Shear Zone, and in Iceland.
The majority of these models are constrained using geodetic data (triangulation,
GPS, and InSar), though I am always looking for additional, new, and
innovative constraints to help better define the problem and its solution.
Possible sources include seismic reflection/refraction studies, laboratory
studies of rheology and fault constitutive relations, heat flow measurements,
in
situ stress measurements, and geothermometry, among others.
Though most of my work employs finite element techniques, for certain
problems I also find myself processing and analyzing geodetic data or developing
analytical solutions representative of simplified earth systems.
Analytical solutions, in particular, help to develop intuition and basic
understanding of the various mechanical processes that take place within
the earth. These 'simplified' problems can be extremely helpful in
developing the more complex and realistic numerical models.
In the near future, I also hope to develop a number of more applied, geotechnical
type projects which employ GPS geodesy, seismic site response, and various
techniques from inverse theory.
Below is a listing of various current, completed, or proposed projects
that I am involved in. Where possible, links to the abstracts, downloadable
manuscripts, and some of the more significant figures are included.
Research
Current Research Projects
Basin and Range
Iceland
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Lower Crustal Rheology in Iceland from Geodetic Measures of Post-rifting
Deformation at Krafla Volcano
New Madrid Seismic Zone
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Improved Models of the New Madrid Seismic Zone Via Integration of Modeling
Results with Distinct Time and Length Scales: Is Glacial Triggering
Possible?
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Stress and Strain Concentration Within Zones of Relative Weakness: The
Role of Tectonic Environment and the Sources of Stress that Load Faults
Northern California
Purely Theoretical
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Inverting Surface Geodetic Data for Rheological Structure at Depth: Potential
Pitfalls, Uncertainty Estimates, and Improved Methodologies
Projects Under Development
Eastern California Shear Zone
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Postseismic Deformation Following the Lander's and Hector Mine Earthquakes
New Madrid Seismic Zone
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Practical Comparison of Surface Wave Test Methods in the New Madrid Seismic
Zone and Improvement of Multiple-Mode Inversion Algorithms
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Seismogenic Fault Geometry as a Function of Lower Crustal Weak Zone Geometry
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The Role of Postseismic Stress Recycling Within Intraplate Seismic Zones
Northern California
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Finite Element Models of Stress Transfer Within Complex Multi-Fault Systems
Over Multiple Earthquake Cycles
Purely Applied
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Geodetic Monitering and Assessment of Subsidence Problems in the Eastern
United States
Completed Research Projects
Northern California
New Madrid Seismic Zone
Teaching
GLY
110: Endangered Planet - Introduction to Environmental Geology
GLY 625: Special Topics in Geophysics: Behavior of Earth
Materials
Publications
Curriculum
Vita
Geoscience Links That I Find Useful
General Geosciences Information
Earth Sciences Education
Earthquakes and Earthquake Hazards
Volcanoes and Volcanic Hazards
Academic
& Government Organizations
Industry Resources
Department of
Geological Sciences Home Page
Geophysics
Research Cluster Home Page |