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Integral-based non-local approach to ductile damage and mixed-mode fracture. / Shutov, A. V.; Klyuchantsev, V. S.

In: Engineering Fracture Mechanics, Vol. 292, 109656, 15.11.2023.

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Shutov AV, Klyuchantsev VS. Integral-based non-local approach to ductile damage and mixed-mode fracture. Engineering Fracture Mechanics. 2023 Nov 15;292:109656. doi: 10.1016/j.engfracmech.2023.109656

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@article{4d37cc49466143ec82b16b259ae4189c,
title = "Integral-based non-local approach to ductile damage and mixed-mode fracture",
abstract = "The present study focuses on the application of an integral-based approach for constructing non-local ductile damage models. The incorporation of non-locality into the damage accumulation rule enhances the modeling framework and yields simulation results that are physically reasonable, avoiding the issue of pathological mesh-dependence. To achieve a precise depiction of damage accumulation and fracture under mixed-mode I/II loading, novel delocalization kernels are proposed. These kernels explicitly consider the heterogeneity of stresses and strains in the fracture process zone; the new kernels are categorized into stress-based and strain-based families. Furthermore, rigorous receiver-based normalization procedures and physically meaningful source-based normalizations are explored for the developed kernels. The outcome of this study is the modeling tool, suitable for end-to-end simulations of damage accumulation and fracture. Using a well-calibrated material model, the practical applicability of the new approach is demonstrated by performing finite element analysis on fracture tests conducted on compact tension–shear specimens. In contrast to the conventional delocalization kernels, the newly introduced families of kernels offer an additional fitting parameter, valuable in accurately describing the structural behavior under mixed-mode loading conditions. In particular, the proposed approach enables control over the shape of the predicted KIc–KIIc diagram.",
keywords = "Ductile damage, Integral-based non-locality, Mixed-mode fracture, Stress-dependent delocalization",
author = "Shutov, {A. V.} and Klyuchantsev, {V. S.}",
note = "This research was supported by the Russian Science Foundation , project number 23-19-00514.",
year = "2023",
month = nov,
day = "15",
doi = "10.1016/j.engfracmech.2023.109656",
language = "English",
volume = "292",
journal = "Engineering Fracture Mechanics",
issn = "0013-7944",
publisher = "Elsevier",

}

RIS

TY - JOUR

T1 - Integral-based non-local approach to ductile damage and mixed-mode fracture

AU - Shutov, A. V.

AU - Klyuchantsev, V. S.

N1 - This research was supported by the Russian Science Foundation , project number 23-19-00514.

PY - 2023/11/15

Y1 - 2023/11/15

N2 - The present study focuses on the application of an integral-based approach for constructing non-local ductile damage models. The incorporation of non-locality into the damage accumulation rule enhances the modeling framework and yields simulation results that are physically reasonable, avoiding the issue of pathological mesh-dependence. To achieve a precise depiction of damage accumulation and fracture under mixed-mode I/II loading, novel delocalization kernels are proposed. These kernels explicitly consider the heterogeneity of stresses and strains in the fracture process zone; the new kernels are categorized into stress-based and strain-based families. Furthermore, rigorous receiver-based normalization procedures and physically meaningful source-based normalizations are explored for the developed kernels. The outcome of this study is the modeling tool, suitable for end-to-end simulations of damage accumulation and fracture. Using a well-calibrated material model, the practical applicability of the new approach is demonstrated by performing finite element analysis on fracture tests conducted on compact tension–shear specimens. In contrast to the conventional delocalization kernels, the newly introduced families of kernels offer an additional fitting parameter, valuable in accurately describing the structural behavior under mixed-mode loading conditions. In particular, the proposed approach enables control over the shape of the predicted KIc–KIIc diagram.

AB - The present study focuses on the application of an integral-based approach for constructing non-local ductile damage models. The incorporation of non-locality into the damage accumulation rule enhances the modeling framework and yields simulation results that are physically reasonable, avoiding the issue of pathological mesh-dependence. To achieve a precise depiction of damage accumulation and fracture under mixed-mode I/II loading, novel delocalization kernels are proposed. These kernels explicitly consider the heterogeneity of stresses and strains in the fracture process zone; the new kernels are categorized into stress-based and strain-based families. Furthermore, rigorous receiver-based normalization procedures and physically meaningful source-based normalizations are explored for the developed kernels. The outcome of this study is the modeling tool, suitable for end-to-end simulations of damage accumulation and fracture. Using a well-calibrated material model, the practical applicability of the new approach is demonstrated by performing finite element analysis on fracture tests conducted on compact tension–shear specimens. In contrast to the conventional delocalization kernels, the newly introduced families of kernels offer an additional fitting parameter, valuable in accurately describing the structural behavior under mixed-mode loading conditions. In particular, the proposed approach enables control over the shape of the predicted KIc–KIIc diagram.

KW - Ductile damage

KW - Integral-based non-locality

KW - Mixed-mode fracture

KW - Stress-dependent delocalization

UR - https://www.scopus.com/record/display.uri?eid=2-s2.0-85173319801&origin=inward&txGid=24e8cb9330c3f09f6b82fdf9ea8e02e3

UR - https://www.mendeley.com/catalogue/e162df3d-d082-36d1-bd02-011374742e7f/

U2 - 10.1016/j.engfracmech.2023.109656

DO - 10.1016/j.engfracmech.2023.109656

M3 - Article

VL - 292

JO - Engineering Fracture Mechanics

JF - Engineering Fracture Mechanics

SN - 0013-7944

M1 - 109656

ER -

ID: 59285914