2020
DOI: 10.3390/jcs4020046
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Nonlinear-Elastic Orthotropic Material Modeling of an Epoxy-Based Polymer for Predicting the Material Behavior of Transversely Loaded Fiber-Reinforced Composites

Abstract: Micromechanical analyses of transversely loaded fiber-reinforced composites are conducted to gain a better understanding of the damage behavior and to predict the composite behavior from known parameters of the fibers and the matrix. Currently, purely elastic material models for the epoxy-based polymeric matrix do not capture the nonlinearity and the tension/compression-asymmetry of the resin’s material behavior. In the present contribution, a purely elastic material model is presented that captures these effe… Show more

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Cited by 12 publications
(11 citation statements)
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“…Figure 9(C) shows the tensile stress versus strain curve obtained for 0 and 30 min degassing. Next, the tensile stress–strain ( σ − ε ) curve in Figure 9(C) is fitted with a nonlinear elastic model for the polymer matrix as [ 86 ] : σ=E()01+italicδεε, where E (0) and δ are the initial Young's modulus and factor controlling the degree of nonlinearity, respectively. Figure 9c shows the experimental stress‐strain curve fitted with the nonlinear model given in Equation ).…”
Section: Resultsmentioning
confidence: 99%
“…Figure 9(C) shows the tensile stress versus strain curve obtained for 0 and 30 min degassing. Next, the tensile stress–strain ( σ − ε ) curve in Figure 9(C) is fitted with a nonlinear elastic model for the polymer matrix as [ 86 ] : σ=E()01+italicδεε, where E (0) and δ are the initial Young's modulus and factor controlling the degree of nonlinearity, respectively. Figure 9c shows the experimental stress‐strain curve fitted with the nonlinear model given in Equation ).…”
Section: Resultsmentioning
confidence: 99%
“…Owing to the strain energy density function and the symmetric stiffness and compliance matrices of materials, the material stiffness matrix can be expressed by 21 independent stiffness components, especially for anisotropic materials. As representative engineering materials, fiber-reinforced composites normally behave in an orthotropic manner [35,36]. In general, at least two symmetric orthogonal planes exist in an orthotropic material, which makes its material properties be directionally determined within each plane.…”
Section: -D Nonlinear and Orthotropic Constitutive Model Of A Carbon Paper Gdlmentioning
confidence: 99%
“…Much attention has been paid to the modeling of micromechanical damage mechanisms in transversally loaded UD plies [10][11][12]. Different constitutive models have been proposed to capture the resin behavior of the ply transverse to the fiber direction.…”
Section: Introductionmentioning
confidence: 99%