[1] A.R. Gowhari Anaraki, M. Fakoor. 2010.“Mixed mode fracture criterion for wood based on a reinforcement microcrack”, Materials Science and Engineering A, p.6.
[2] W.Thomson, 1865. “On the elasticity and viscosity of metals”. Proceedings of the Royal Society of London, 289-297.
[3] G. I. Barenblatt, 1962. “The mathematical theory of equilibrium cracks in brittle fracture”. Advances in applied mechanics, 7(55-129), 104.
[4] O. C., Zienkiewicz, M., Watson, & King, I. P., 1968. “A numerical method of visco-elastic stress analysis”.International Journal of Mechanical Sciences, 10(10),807-827.
[5] R. L., Taylor, K. S., Pister, & G. L. Goudreau, 1970.,“Thermomechanical analysis of viscoelastic solids”.International Journal for Numerical Methods in Engineering, 2(1), 45-59.
[6] A.P. Schniewind, and J.D. Barret, 1972. “Wood as a linear orthotropic viscoelastic material”. Wood Science and Technologies 6, 43–57.
[7] R. A. Schapery, 1975. “A theory of crack initiation and growth in viscoelastic media”. International Journal of Fracture, 11(1), 141-159.
[8] G. Guyon, 1987. “Prévisions de la rupture différée du pin maritime en flexion”, Doctoral dissertation, ANRT.
[9] P. Larricq, 1992. “Une méthode d’estimation des caractéristiques de rupture différée d’un matériau viscoélastique orthotrope”. Application au bois.These, (738).
[10] V., Tvergaard, & J. W. Hutchinson, 1996. “Effect of strain-dependent cohesive zone model on predictions of crack growth resistance”. International Journal of Solids and Structures, 33(20), 3297-3308.
[11] W., Bradley, W. J., Cantwell, & H. H. Kausch, 1997.“Viscoelastic creep crack growth: a review of fracture mechanical analyses”. Mechanics of Time-Dependent Materials, 1(3), 241-268.
[12] D. H., Allen, & C. R. Searcy, 2001. “A micromechanical model for a viscoelastic cohesive zone”. International Journal of Fracture, 107(2), 159-176.
[13] J., Noh, & J.Whitcomb, 2003. “Effect of transverse matrix cracks on the relaxation moduli of linear viscoelastic laminates”. Journal of composite materials, 37(6), 543-558.
[14] R. M., Pitti, F.Dubois, , C., Petit, & N.Sauvat, 2007.“Mixed mode fracture separation in viscoelastic orthotropic media: numerical and analytical approach by the Mθv-integral”. International Journal of Fracture, 145(3), 181-193.
[15] G., Zagari, S., Fortino, & G., Dill–Langer, 2009.,“Fem Simulation Of Crack Growth In Glulam By Using A 3d Orthotropic–Viscoelastic Model And Cohesive Elements”. In Proceedings of the 7th Solid Mechanics Conference,Lisbon, Portugal.
[16] J. N. Reddy, “An introduction to continuum mechanics”. s.l. : Cambridge University Press, 2008.
[17] R.M. Chrestensen, 1982. “Theory of viscoelasticity:an Introduction”. Academic Press.
[18] Betten, J., 1981. “Creep theory of anisotropic solids”.Journal of Rheology (1978-present), 25(6), 565-581.
[19] N. W. Tschoegl, 2012. “The phenomenological theory of linear viscoelastic behavior: an ntroduction”.Springer Science & Business Media
[20] L. Gambarotta, S. Lagomarsino, “A microcrack damage model for brittle materials”, International Journal of Solids and Structures, pp. 177-198, 1993.
[21] K. C., Gramoll, D. A., Dillard, & , H. F. Brinson,1989. “A stable numerical solution method for inplane loading of nonlinear viscoelastic laminated orthotropic materials”. Composite Structures, 13(4),251-274.
[22] F.Dubois, C.Chazal, , & C.Petit, 2002. “Viscoelastic crack growth process in wood timbers: an approach by the finite element method for mode I fracture”. International journal of fracture, 113(4).
[23] Standard, A. S. T. M. (2008). D3039. D3039M-08.