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1
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0028494167
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Model of the nonlinear mechanical behavior of 2d sic/sic chemical vapor infiltration composites
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Aubard X., Lamon J., and Allix O. Model of the nonlinear mechanical behavior of 2d sic/sic chemical vapor infiltration composites Journal of the American Ceramic Society 77 1994 2118 2126
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Journal of the American Ceramic Society
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Aubard, X.1
Lamon, J.2
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2
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0030377675
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Transverse cracking of cross-ply laminates: Part 1. Analysis
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DOI 10.1016/1359-835X(96)80002-A
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Berthelot J.M., Leblond P., Mahi A.E., and Corre J.F.L. Transverse cracking of cross-ply laminates. Part 1. Analysis Composites Part A 27A 1996 989 1001 (Pubitemid 126341115)
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Composites Part A: Applied Science and Manufacturing
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Berthelot, J.-M.1
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0000706222
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Multiple cracking in SiC/SiC composites (in French) - Comportements thermomécaniques et modélisation des composites céramique-céramique fibres
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(hors-série)
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Guillaumat L., and Lamon J. Multiple cracking in SiC/SiC composites (in French) - comportements thermomécaniques et modélisation des composites céramique-céramique fibres Revue des Composites et Matériaux Avancés 3 1993 159 171. (hors-série)
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Revue des Composites et Matériaux Avancés
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Guillaumat, L.1
Lamon, J.2
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4
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0035508175
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A micromechanics-based approach to the mechanical behavior of brittle-matrix composites
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DOI 10.1016/S0266-3538(01)00120-8, PII S0266353801001208, Recent Advances in Continuum Damage Mechanics for Composites
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Lamon J. A micromechanics-based approach to the mechanical behavior of brittle-matrix composites Composites Science and Technology 61 2001 2259 2272 (Pubitemid 33112393)
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Composites Science and Technology
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Lamon, J.1
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67349216054
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Stochastic approach to multiple cracking in composite systems based on the extreme-values theory
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Lamon J. Stochastic approach to multiple cracking in composite systems based on the extreme-values theory Composites Science and Technology 69 2009 1607 1614
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Composites Science and Technology
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Lamon, J.1
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7
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77950535916
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Stochastic models of fragmentation of brittle fibers or matrix in composites
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Lamon J. Stochastic models of fragmentation of brittle fibers or matrix in composites Composites Science and Technology 70 2010 743 751
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Composites Science and Technology
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Lamon, J.1
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8
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0031094846
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Damage and failure in ceramic matrix minicomposites: Experimental study and model
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PII S1359645496002248
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Lissart N., and Lamon J. Damage and failure in ceramic matrix minicomposites: experimental study and model Acta Materialia 45 1997 1025 1044 (Pubitemid 127368320)
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(1997)
Acta Materialia
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Lissart, N.1
Lamon, J.2
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9
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0032584519
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Conditions for matrix crack deflection at an interface in ceramic matrix composites
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DOI 10.1016/S0921-5093(98)00604-2
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Martin E., Peters P.W.M., Leguillon D., and Quenisset J.M. Conditions for matrix crack deflection at an interface in ceramic matrix composites Materials Science and Engineering A 250 1998 291 302 (Pubitemid 28504552)
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Materials Science and Engineering A
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Martin, E.1
Peters, P.W.M.2
Leguillon, D.3
Quenisset, J.M.4
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11
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34248197086
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Analysis of crack deviation in ceramic matrix composites and multilayers based on the Cook and Gordon mechanism
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DOI 10.1016/j.compscitech.2006.11.013, PII S0266353806004477
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Pompidou S., and Lamon J. Analysis of crack deviation in ceramic matrix composites and multilayers based on the cook and gordon mechanism Composites Science and Technology 67 2007 2052 2060 (Pubitemid 46705214)
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Composites Science and Technology
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Pompidou, S.1
Lamon, J.2
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12
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70350074324
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In situ fibre strength determination in metal matrix composites
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Rousset G., Éric Martin, and Lamon J. In situ fibre strength determination in metal matrix composites Composites Science and Technology 69 2009 2580 2586
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(2009)
Composites Science and Technology
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Rousset, G.1
Martin, É.2
Lamon, J.3
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13
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0036722710
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Verification of brittle fracture criteria for elements with V-shaped notches
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DOI 10.1016/S0013-7944(01)00138-2, PII S0013794401001382
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Seweryn A., and Lukaszewicz A. Verification of brittle fracture criteria for elements with v-shaped notches Engineering Fracture Mechanics 69 2002 1487 1510 (Pubitemid 34869978)
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Engineering Fracture Mechanics
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Seweryn, A.1
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