2021
DOI: 10.3390/met11081214
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Biaxial Experiments and Numerical Analysis on Stress-State-Dependent Damage and Failure Behavior of the Anisotropic Aluminum Alloy EN AW-2017A

Abstract: Many experiments indicated the remarkable dependence of the strength and failure behavior of anisotropic ductile metals on the loading direction and on the stress state. These influences have to be taken into account in accurate material models and in the numerical simulation of complex loading processes predicting the safety and lifetime of aerospace structures. Therefore, the present paper discusses the effect of loading direction and stress state on the damage and failure behavior of the anisotropic aluminu… Show more

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Cited by 15 publications
(28 citation statements)
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“…Their phenomenological model considers isotropic plastic behavior and is based on experimental and numerical studies on both the micro-and the macro-level examining various mechanisms acting on these scales as well as their interaction. To enhance this continuum model for anisotropic plasticity a series of multiaxial tests has been performed by Bru¨nig et al (2021Bru¨nig et al ( , 2022. These experiments reveal the influence of the loading direction on evolution of inelastic deformations and on damage and failure mechanisms.…”
Section: Continuum Modelmentioning
confidence: 99%
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“…Their phenomenological model considers isotropic plastic behavior and is based on experimental and numerical studies on both the micro-and the macro-level examining various mechanisms acting on these scales as well as their interaction. To enhance this continuum model for anisotropic plasticity a series of multiaxial tests has been performed by Bru¨nig et al (2021Bru¨nig et al ( , 2022. These experiments reveal the influence of the loading direction on evolution of inelastic deformations and on damage and failure mechanisms.…”
Section: Continuum Modelmentioning
confidence: 99%
“…and c denotes the equivalent yield stress of the undamaged material identified by a chosen uniaxial reference test. It should be noted that the Hoffman criterion (2) can be seen as a hydrostaticstress-dependent generalization of the anisotropic Hill condition (Hill, 1948) which has been used by Bru¨nig et al (2021Bru¨nig et al ( , 2022 to analyze the anisotropic plastic behavior of the investigated aluminum alloy without considering the SD effect. For isotropic material behavior stress invariants can be taken into account to characterize the stress state.…”
Section: Continuum Modelmentioning
confidence: 99%
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