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Friction and Fracture - Papers |
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FRICTION
Slip instability and state
variable friction laws (PDF)
Ruina, A.
JGR, 88, B12, 10,359-10,370, Dec 1983
Some theory and experiments
related to frictional behavior of rocks at low normal stress (PDF)
Ruina, A., Katzman, Y., Conrad, G., Horowitz, F.
Accepted to Pure and Appied Geophysics Sept 1986, "in revision" since then.
Slip patterns in a spatially
homogeneous fault model (PDF)
Horowitz, F., Ruina, A.
JGR, 94, B8, 10,279-10,298, Aug 1989
Stability of Steady
Frictional Slipping (PDF)
Rice, J.R., Ruina A.
Transactions of the ASME, Vol. 50, Pages 343-349, June 1983
Friction laws and
instabilities (Ph.D. Thesis) (PDF)
Ruina, A.
Brown University, 1981
Net friction force and moment at a planar contact with rate-independent though possibly anisotropic friction: sliding disks etc.
The papers below include discussion of the dynamics of a sliding hockey puck and such like. These papers and the references therein seem to cover much of what is in the more recent papers, written without knowledge of this work: 1) Frictional Coupling between Sliding and Spinning Motion, Zénó Farkas, Guido Bartels, Tamás Unger, and Dietrich E.Wolf, Phys. Rev. Lett. 90:24, 248302 (20 June 2003); and 2) Regimes of Terminal Motion of Sliding Spinning Disks, Patrick D. Weidman, C.P. Malhotra, Phys. Rev. Lett., 95 264303 (31 December 2005).
See also a summary of some of the "limit surface" part of this work on pages 130-139 of "Mechanics of Robotic Manipulation" by Matthew T. Mason, MIT Press, 2001 (PDF). See also the papers referenced therein. Some more details are also in the thesis of Goyal.
Planar Sliding with
Dry Friction I: Limit Surface and Moment Function Wear
(PDF)
Goyal, S., Ruina, A., and Papadopaulos, J.M.
143 (2), 307-330, 1991
Planar Sliding with
Dry Friction II: Dynamics of Motion Wear
(PDF)
Goyal, S., Ruina, A., and Papadopoulos, J.M.
143 (2), 331-352, 1991
Summary of much of Planar
Sliding with Dry Friction I and II (Pre-final)
(PDF)
Proceedings of IEEE International Conference on Robotics and Automation,
Volume II, pp. 794-800, 1989
Suresh Goyal PhD Thesis (expansion of some of the content in the papers above). 1988.
FRACTURE
Why K? Higher order singularities
and small scale yielding (PDF)
Hui C.Y., and Ruina, A.
International Journal of Fracture 72, Pages 97-120, 1995
Influence of Coupled Deformation-Diffusion
Effects On The Retardation Of Hydraulic Fracture (M.Sc. Thesis) (PDF)
Ruina, A.
Brown University, May 1978
Please send Web site comments to ruina@cornell.edu.