Earth and Space 2018 2018
DOI: 10.1061/9780784481899.065
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Development and Verification of an Orthotropic Three-Dimensional Model with Tabulated Input Suitable for Use in Composite Impact Problems

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Cited by 2 publications
(11 citation statements)
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“…An implication of a diagonal damage tensor is that loading the composite in a particular coordinate direction only leads to a stiffness reduction in the direction of the load due to the formation of matrix cracks perpendicular to the direction of the load. However, as discussed in detail in Goldberg, et al [3], in actual composites, particularly those with complex fiber architectures, a load in one coordinate direction can lead to stiffness reductions in multiple coordinate directions. To maintain a diagonal damage tensor while still allowing for the damage interaction in at least a semi-coupled sense, each term in the diagonal damage matrix should be a function of the plastic strains in each of the normal and shear coordinate directions.…”
Section:  mentioning
confidence: 99%
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“…An implication of a diagonal damage tensor is that loading the composite in a particular coordinate direction only leads to a stiffness reduction in the direction of the load due to the formation of matrix cracks perpendicular to the direction of the load. However, as discussed in detail in Goldberg, et al [3], in actual composites, particularly those with complex fiber architectures, a load in one coordinate direction can lead to stiffness reductions in multiple coordinate directions. To maintain a diagonal damage tensor while still allowing for the damage interaction in at least a semi-coupled sense, each term in the diagonal damage matrix should be a function of the plastic strains in each of the normal and shear coordinate directions.…”
Section:  mentioning
confidence: 99%
“…While there are several material models currently available within commercial transient dynamic codes such as LS-DYNA [1] to analyze the impact response of composites, areas have been identified where the predictive capabilities of these models can be improved. These limitations have been extensively discussed in Goldberg, et al [2,3]. Of particular relevance to the current study, one major limitation of the currently existing models is that the input to these models generally consists of point-wise properties (such as the modulus, failure stress or failure strain in a particular coordinate direction) that leads to curve fit approximations to the material stress-strain curves and simplified approximations to the actual material failure surfaces.…”
Section: Introductionmentioning
confidence: 99%
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“…Furthermore, most of the existing models apply either a plasticity based approach (such as that used by Sun and Chen (2)) or a continuum damage mechanics approach (such as that used by Matzenmiller et al (3)) to simulate the nonlinearity that takes place in the composite response. As documented in detail by Goldberg,et al (4,5), either of these approaches can capture certain aspects of the actual composite behavior. However, optimally, combining a plasticity based deformation model (to capture the rate dependence and significant nonlinearity, particularly in shear, observed in the composite response) with a damage model (to account for the changes in the unloading modulus observed as the material is unloaded from various stress levels, as well as to account for strain softening observed after the peak stress is reached) can provide advantages over using one approach or the other.…”
Section: Introductionmentioning
confidence: 99%