2021
DOI: 10.1007/s12221-021-1081-z
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Predicting and Characterizing Plastic Deformation Behavior of Transversely-isotropic Carbon Fiber Monofilament Using Finite Element Simulation and Nanoindentation

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Cited by 4 publications
(2 citation statements)
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“…For FT and FC, the damage parameters are defined as follows:where Rnormalt represents the tensile strength of the unidirectional composite plate along the fiber direction; Rnormalc represent the compressive strength. E1f is the longitudinal elastic modulus of the fiber, the value of which is about 234 MPa 30 ; E1 is the longitudinal elastic modulus of the unidirectional plate, ν12f is the principal Poisson’s ratio of the fiber, the value of which is about 0.26 31 ; ν12 is the principal Poisson ratio of the unidirectional plate. mσf is the amplification factor with a value of about 1.1.…”
Section: Experimental Materials and Methodsmentioning
confidence: 99%
“…For FT and FC, the damage parameters are defined as follows:where Rnormalt represents the tensile strength of the unidirectional composite plate along the fiber direction; Rnormalc represent the compressive strength. E1f is the longitudinal elastic modulus of the fiber, the value of which is about 234 MPa 30 ; E1 is the longitudinal elastic modulus of the unidirectional plate, ν12f is the principal Poisson’s ratio of the fiber, the value of which is about 0.26 31 ; ν12 is the principal Poisson ratio of the unidirectional plate. mσf is the amplification factor with a value of about 1.1.…”
Section: Experimental Materials and Methodsmentioning
confidence: 99%
“…Different methods have been reported in the literature to address this. Firstly, traditional nanoindentation experiments have been supported with mathematical models, atomic force microscopy, and finite element analysis to ensure the unconstrained circular cross-section of the fiber does not impact the result [25,26]. Another method probes CFs embedded in a composite using nanoindentation to measure the reduced modulus in the transverse and longitudinal directions from which the five unique stiffness coefficients of a transversely isotropic fiber can then be calculated [27][28][29][30].…”
Section: Introductionmentioning
confidence: 99%