Continuum Theories of Crystals
James P. Sethna
2009 Lectures for
Basic Training in Condensed Matter Theory
Physics 654/683, Jan 21-Feb 13, WF 2:30-4:00, Rockefeller 230
This is a page for Sethna's materials only. The main course web site is
here
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Teasers, Reading, and Homework
Why are Fluids Incompressible?
Defect Energies and Total Derivatives
Cartesian coordinate answer
Polar coordinate answer
Interactions between Vacancies
"Meissner Effects and Constraints",
James P. Sethna and Ming Huang, in 1991 Lectures in Complex Systems, eds. L. Nadel and D. Stein, SFI Studies in the Sciences of Complexity, Proc. Vol. XV, Addison Wesley, 1992, p. 267.
Fracture
Exercise: Elastic Theory has Zero Radius of Convergence
"Elastic Theory Has Zero Radius of Convergence"
, Alex Buchel and James P. Sethna, Phys. Rev. Lett. 77, 1520 (1996).
Crack Growth Laws from Symmetry
(unpublished)
Presentations
Materials: Introduction
Ingredients to a Continuum Theory
Why are Continuum Theories Possible?
Functional Forms and Generalized Gradients
Basic Training 2009
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Basic Training 2008
Basic Training 2007
Basic Training 2006
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