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Computing singular perturbations for elliptic clamped shells
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Delaunay mesh generation governed by metric specifications. Part I. Algorithms
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On internal and boundary layers with unbounded energy in thin shell theory. Hyperbolic characteristic and non-characteristic cases.
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D. Caillerie, A. Raoult, E. Sanchez-Palencia, On internal and boundary layers with unbounded energy in thin shell theory. Hyperbolic characteristic and non-characteristic cases., Asymptotic Anal., 46 (2006), pp. 189-220.
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Adaptative mesh computation for a shell-like problem with singular layers
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C. A. De Souza, D. Leguillon, and É. Sanchez-Palencia, Adaptative mesh computation for a shell-like problem with singular layers, Int. J. Multiscale Comput. Eng., 1 (2003), pp. 401-417.
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Non-Smoothness in the asymptotics of thin shells and propagation of singularities. Hyperbolic case
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P. Karamian, J. Sanchez-Hubert, and É. Sanchez-Palencia, Non-Smoothness in the asymptotics of thin shells and propagation of singularities. Hyperbolic case, Int. J. Appl. Math. Comput. Sci., 12 (2002), pp. 81-90.
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Propagation of singularities and structure of layers in shells. Hyperbolic case
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Pseudo-reflection phenomena for singularities in thin elastic shells
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Singular perturbations with non-smooth limit and finite element approximation of layers for model problems of shells
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J. Sanchez-Hubert and É. Sanchez-Palencia, Singular perturbations with non-smooth limit and finite element approximation of layers for model problems of shells, in Partial Differential Equations in Multistructures, Dekker, New York, 2001, pp. 207-226.
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Partial Differential Equations in Multistructures
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Anisotropic finite element estimates and local locking for shells: Parabolic case
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J. Sanchez-Hubert, É. Sanchez-Palencia, Anisotropic finite element estimates and local locking for shells: parabolic case, C. R. Acad. Sci., Paris, Sér. II, Fasc. b, 329 (2001), pp. 153-159.
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