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A model for the deformation of an elastic solid reinforced by embedded fibers is presented in which elastic resistance of the fibers to bending is incorporated. We developed the equilibrium equations and necessary boundary conditions, Within the framework of strain-gradient elasticity, which describe the finite plane deformations of fiber-reinforced composite materials. The resulting nonlinear coupled 4th order partial differential equations are numerically solved by using the FEM. Within the limitation of superposed incremental deformations, a complete analytical solution is also obtained. Finite elasticity; strain gradient theory; fiber-reinforced materials; flexure; superposed incremental deformations; finite element method; finite plane deformations

Gradient Elasticity Modelling For The Analysis Of Fiber Composites With Fiber Resistant To Flexure