C. H. Chue and C. I. Liu, Disappearance of free-edge stress singularity in composite laminates, Compos Struct, vol.56, pp.111-140, 2002.

D. Leguillon, A method based on singularity theory to predict edge delamination of laminates, Int J Fract, vol.100, pp.105-125, 1999.

C. Mittelsteda and W. Becker, Asymptotic analysis of stress singularities in composite laminates by the boundary finite element method, Compos Struct, vol.71, pp.210-219, 2005.

T. Ting and S. C. Chou, Edge singularities in anisotropic composites, Int J Solids Struct, vol.17, pp.1057-68, 1981.

I. Vekua, Shell theory: general methods of construction. monographes, advanced texts and surveys in pure and applied mathematics, 1985.

A. Cecchi and K. Sab, A homogenized reissner-mindlin model for orthotropic perdiodic plates : application to brickwork panels, Int J Solids Struct, vol.44, pp.6055-79, 2007.

M. Cho and R. R. Parmerter, Efficient higher order composite plate theroy for general lamination configurations, Am Inst Aeronaut Astronaut J, vol.31, pp.1299-305, 1993.

A. Lebée and K. Sab, A bending-gradient model for thick plates. Part I: theory, Int J Solids Struct, vol.48, pp.2878-88, 2011.

A. Lebée and K. Sab, A bending-gradient model for thick plates. Part II :closed form solutions for cylindrical bending of laminates, Int J Solids Struct, vol.48, pp.2889-901, 2011.

A. Lebée and K. Sab, Homogenization of thick periodic plates: application of the bending-gradient plate theory to a folded core sandwich panel, Int J Solids Struct, vol.49, pp.2778-92, 2012.

T. K. Nguyen, K. Sab, and G. Bonnet, First-order shear deformation plate models for functionally graded materials, Compos Struct, vol.83, pp.25-36, 2008.
URL : https://hal.archives-ouvertes.fr/hal-00691028

J. N. Reddy, A simple higher-order theory for laminated composite plates, J Appl Mech, vol.51, pp.745-52, 1984.

K. Swaminathan and D. Ragounadin, Analytical solutions using a higher-order refined theory for the static analysis of antisymmetric angle-ply composite and sandwich plates, Compos Struct, vol.64, pp.405-422, 2004.

S. S. Wang and I. Choi, Boundary-layer effects in composite laminates. Part I : free-edge stress singularities, J Appl Mech, vol.49, pp.541-549, 1982.

P. Ciarlet, Destuynder: justification of the 2-dimensional linear plate mode, J Mec, vol.18, pp.315-359, 1979.

H. Altenbach, Theories for laminated and sandwich plates, Mech Compos Mater, vol.34, pp.243-52, 1998.

R. Kienzler, On consistent plate theories, Arch Appl Mech, vol.72, pp.229-276, 2002.

M. Touratier, A refined theory of laminated shallow shells, Int J Solids Struct, vol.29, pp.1401-1416, 1992.

E. J. Barbero and J. N. Reddy, Modeling of delamination in composite laminates using a layerwise plate theory, Int J Solids Struct, vol.28, pp.373-88, 1991.

S. Botello, E. Onate, and J. M. Canet, A layer-wise trinagle for analysis of laminated composite plates and shells, Comput Struct, vol.70, pp.635-681, 1999.

E. Carrera, Mixed layer-wise models for multilayered plates analysis, Compos Struct, vol.43, pp.57-70, 1998.

M. Moorthya, D. Reddy, and J. N. , Modeling of delamination using a layerwise element with enhanced strains, Int J Numer Methods Eng, vol.43, pp.755-79, 1998.

P. Gaudenzi, R. Barboni, and A. Mannini, A finite element evaluation of single-layer and multi-layer theories for the analysis of laminated plates, Comput Struct, vol.30, pp.427-467, 1995.

D. H. Robbins and J. N. Reddy, Modeling of thick composites using a layerwise laminate theory, Int J Numer Methods Eng, vol.36, pp.655-77, 1993.

E. Carrera, Theories and finite elements for multilayered, anisotropic composite plates and shells, Arch Comput Methods Eng, vol.9, pp.87-140, 2002.

E. Carrera, On the use of the murakami's zig-zag function in the modeling of layered plates and shells, Comput Struct, vol.82, pp.541-54, 2004.

E. Carrera, S. Valvano, and M. Filippi, Classical, higher-order, zig-zag and variable kinematic shell elements for the analysis of composite multilayered structures, Eur J Mech A Solids, vol.72, pp.97-110, 2018.

A. Pagani, S. Valvano, and E. Carrera, Analysis of laminated composites and sandwich structures by variable-kinematic mitc9 plate elements, J Sandw Struct Mater, vol.20, issue.1, pp.4-41, 2018.

N. Pagano and R. Pipes, Composite laminates under uniform axial extension, J Compos Mater, vol.4, pp.538-586, 1970.

J. F. Caron, A. D. Diaz, R. P. Carreria, A. Chabot, and A. Ehrlacher, Multi-particle modelling for the prediction of delamination in multi-layered materials, Compos Sci Technol, vol.66, pp.755-65, 2006.
URL : https://hal.archives-ouvertes.fr/hal-01534780

R. P. Carreria, J. F. Caron, and A. D. Diaz, Model of multilayered materials for interface stresses estimation and validation by finite element calculations, Mech Mater, vol.34, pp.217-247, 2002.

J. Dallot and K. Sab, Limit analysis of multi-layered plates. Part II :shear effects, J Mech Phys Solids, vol.56, pp.561-80, 2008.

A. D. Diaz, J. F. Caron, and R. P. Carreira, Software application for evaluating interfacial stresses in inelastic symmetrical laminates with free edges, Compos Struct, vol.58, pp.195-208, 2002.

A. Lerpiniere, J. F. Caron, A. D. Diaz, and K. Sab, The ls1 model for delamination propagation in multilayered materials at 0 0 /? 0 interfaces : a comparison between experimental and finite elements strain energy release rates, Int J Solids Struct, vol.51, pp.3973-86, 2014.
URL : https://hal.archives-ouvertes.fr/hal-01133128

T. Naciri, A. Ehrlacher, and A. Chabot, Interlaminar stress analysis with a new multiparticle modelization of multilayered materials(m4), Compos Sci Technol, vol.58, pp.337-380, 1998.

V. T. Nguyen and J. F. Caron, A new finite element for free edges effect analysis in laminated composites, Compos Struct, vol.84, pp.1538-1584, 2006.

N. Saeedi, K. Sab, and J. F. Caron, Delaminated multilayered plates under uniaxial extension. Part I: analytical analysis using a layerwise stress approach, Int J Solids Struct, vol.49, pp.3711-3737, 2012.
URL : https://hal.archives-ouvertes.fr/hal-00737009

N. Saeedi, K. Sab, and J. F. Caron, Delaminated multilayered plates under uniaxial extension. Part II: very efficient layerwise mesh strategy for the prediction of delamination onset, Int J Solids Struct, vol.49, pp.3727-3767, 2012.
URL : https://hal.archives-ouvertes.fr/hal-00737009

N. Saeedi, K. Sab, and J. F. Caron, Cylindrical bending of multilayered plates with multi-delamination via a layerwise stress approach, Compos Struct, vol.95, pp.728-767, 2013.

N. Saeedi, K. Sab, and J. F. Caron, Stress analysis of long multilayered plates subjected to invariant loading: analytical solutions by a layerwise stress model, Compos Struct, vol.100, pp.307-329, 2013.
URL : https://hal.archives-ouvertes.fr/hal-00784351

R. Baroud, K. Sab, J. F. Carona, and F. Kaddah, A statically compatible layerwise stress model for the analysis of multilayered plates, Int J Solids Struct, vol.96, pp.11-24, 2016.

M. S. Alnaes, J. Blechta, J. Hake, A. Johansson, B. Kehlet et al., The FEniCS project version 1.5, Arch Numer Softw, vol.3, pp.9-23, 2015.

A. Logg and K. A. Mardal, Automated solution of differential equations by the finite element method, 2012.

J. Bleyer, Numerical tours of computational mechanics with FEniCS. Zenodo, 2018.

N. D. Thai, D. 'ottavio, M. , and C. , Bending analysis of laminated and sandwich plates using a layer-wise stress model, Compos Struct, vol.96, pp.135-177, 2013.
URL : https://hal.archives-ouvertes.fr/hal-01367055