Daikh, A. A., Houari, M. S. A., & Eltaher, M. A. ( 2020). A novel nonlocal strain gradient Quasi-3D bending analysis of sigmoid functionally graded sandwich nanoplates. Composite Structures, In Press, 113347.
 Yang, Y., Hu, Z.-L. and Li, X.-F. (2021). Axisymmetric bending and vibration of circular nanoplates with surface stresses. Thin-Walled Structures, 166, 108086.
 Shafiei, Z., Sarrami-Foroushani, S., Azhari, F. and Azhari, M. (2020). Application of modified couple-stress theory to stability and free vibration analysis of single and multi-layered graphene sheets. Aerospace Science and Technology, 98, 105652.
 Thanh, C.-L., Tran, L. V., Vu-Huu, T. and Abdel-Wahab, M. (2019). The size-dependent thermal bending and buckling analyses of composite laminate microplate based on new modified couple stress theory and isogeometric analysis. Computer Methods in Applied Mechanics and Engineering, 350, 337-361.
 Yang, F., Chong, A.C.M., Lam, D.C.C., Tong, P. (2002). Couple stress Based Strain gradient theory for elasticity. Int.J.Solids Struct, 39, 2731–2743.
 Toupin, R.A. (1962). Elastic materials with couple stresses. Arch.Rational Mech.Anal, 11, 385–414.
 Mindlin, R.D., Tiersten, H.F. (1962). Effects of couple-stresses in linear elasticity. Arch. Rational Mech. Anal, 11, 415–448.
 Koiter, W.T. (1964). Couple stresses in the theory of elasticity. I and II.Proc .K. Ned. Akad .Wet.(B) 67, 17–44.
 Mindlin,R.D. (1964). Micro-structure in linear elasticity. Arch. RationalMech. Anal, 16, 51–78.
 Tsiatas.G.C. (2009). A new kirchhoff model based on a modified couple stress theory. International Journal of solids and structures, 46, 2757-2764.
 Tai.T, HoChoi.D. (2013). size-dependent functionally graded kirchhoff and mindlin plate theory based on a modified couple stress theory. Composite Structures, 95, 142-153.
 B. Akgoz, Civalek. O. (2012). Free vibration analysis for single –layered graphene sheets in an elastic matrix via modified couple stress theory. Materials and Design, 42, 164-171.
 Wang.B, Zhou.S, Zhao.J, Chen.X. (2011). Asize-dependent kirchhoff micro-plate model based on strain gradient elasticity theory. European Journal of mechanics A/Solids, 30, 517-524.
 Roque.C.M.C, Ferreira.A.J.M, Reddy.J.N. (2013). Analysis of mindlin micro plates with a modified couple stress theory and meshlessmethod. Applied Mathematical Modeling, 37, 4626-4633.