Research Activities > Programs >
Nonequilibrium Interface Dynamics > Workshop 1
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CSIC Building (#406),
Seminar Room 4122.
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Surface Pattern Selection of a
Biaxially Stressed Solid
Dr. Chaouqi Misbah
Physics at Grenoble, France
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Abstract:
We address the question of the morphological instability of the surface of a
solid which is subject to a bi-axial stress. The stability calculation reveals a
new favored pattern: a diamond morphology. This occurs if the stress is tensile
in one direction, and compressive in the orthogonal one, and that the ratio
exceeds a certain value. A nonlinear analysis shows that the bifurcation is
subcritical, and hints to a non-trivial competition between tilted stripes and
diamonds. This study opens a new line of inquiries in the field of
stress-induced pattern selection. References: 1) K. Kassner, C. Misbah, J.
Mueller, J. Kappey, P. Kohlert, Phys. Rev. E, Vo.l. 63, 036117 (2001). 2) P.
Berger, K. Kassner, P. Kohlert, and C. Misbah, Phys. Rev. Lett. Vol. 90, 176103
(2003).
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