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The International Journal of Advanced Manufacturing Technology
Erschienen in: The International Journal of Advanced Manufacturing Technology 9-12/2020

31.07.2020 | ORIGINAL ARTICLE

Phase-field modeling of fracture and crack growth in friction stir processed pure copper

verfasst von: Peyman Esmaeilzadeh, Reza Abdi Behnagh, Mohsen Agha Mohammad Pour, Xing Zhang, Yiliang Liao

Erschienen in: The International Journal of Advanced Manufacturing Technology | Ausgabe 9-12/2020

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Abstract

The present work aims to predict the fracture mechanism of a friction stir processed (FSPed) copper. In particular, a phase-field model integrated with finite element model is developed for ductile fracture modeling. The phase-field evolution governed by the nonlinear coupled system comprising the linear momentum equation and the diffusion-type equation is solved concurrently through a Newton–Raphson approach. The proposed fracture model is established by correlating the phase-field degradation function with a scalar measure of the plastic strain, and assuming that the fracture takes place once the accumulated plastic strain reaches a critical value. The numerical simulation results are validated with experimental investigations. The results show that the proposed model is capable of capturing the experimentally observed sequence of elastoplastic base material behavior, FSP deformation, and fracture phenomena in specimens.
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Literatur
1.
Behnagh RA, Givi MKB, Akbari M (2012) Mechanical properties, corrosion resistance, and microstructural changes during friction stir processing of 5083 aluminum rolled plates. Mater Manuf Process 27(6):636–640
2.
El-Danaf EA, El-Rayes MM, Soliman MS (2010) Friction stir processing: An effective technique to refine grain structure and enhance ductility. Mater Des 31(3):1231–1236
3.
Surekha K, Els-Botes A (2011) Development of high strength, high conductivity copper by friction stir processing. Mater Des 32(2):911–916
4.
Su JQ, Nelson TW, McNelley TR, Mishra RS (2011) Development of nanocrystalline structure in Cu during friction stir processing (FSP). Mater Sci Eng A 528(16–17):5458–5464
5.
Griffith AA (2006) The Phenomena of Rupture and Flow in Solids. Philos Trans R Soc A Math Phys Eng Sci 221(582–593):163–198
6.
Elices M, Guinea GV, Gómez J, Planas J (2001) The cohesive zone model: Advantages, limitations and challenges. Eng Fract Mech 69(2):137–163
7.
Ingraffea AR, Saouma V (2011) Numerical modeling of discrete crack propagation in reinforced and plain concrete. Fract Mech Concr Struct Appl Numer Calc:171–225
8.
Peng GL, Wang YH (2012) A node split method for crack growth problem. Appl Mech Mater 182–183:1524–1528
9.
Soghrati S, Xiao F, Nagarajan A (2017) A conforming to interface structured adaptive mesh refinement technique for modeling fracture problems. Comput Mech 59(4):667–684MathSciNet
10.
Babuška I, Banerjee U, Osborn JE (2003) Survey of meshless and generalized finite element methods: A unified approach. Acta Numer 12:1–125MathSciNetMATH
11.
Belytschko T, Lu YY, Gu L (1995) Crack propagation by element-free Galerkin methods. Eng Fract Mech 51(2):295–315
12.
Rabczuk T, Ren H (2017) A peridynamics formulation for quasi-static fracture and contact in rock. Eng Geol 225:42–48
13.
Zhang X, Liao Y (2018) A phase-field model for solid-state selective laser sintering of metallic materials. Powder Technol 339:677–685
14.
Zhang X, Yocom C, Mao B, Liao Y (2019) Microstructure evolution during selective laser melting of metallic materials: A review. J Laser Appli 31:031201
15.
Duda FP, Ciarbonetti A, Sánchez PJ, Huespe AE (2014) A phase-field/gradient damage model for brittle fracture in elastic-plastic solids. Int J Plast 65:269–296
16.
Miehe C, Hofacker M, Schänzel LM, Aldakheel F (2015) Phase field modeling of fracture in multi-physics problems. Part II. Coupled brittle-to-ductile failure criteria and crack propagation in thermo-elastic-plastic solids. Comput Methods Appl Mech Eng 294:486–522MathSciNetMATH
17.
Kuhn C, Noll T, Müller R (2016) On phase field modeling of ductile fracture. GAMM Mitteilungen 39(1):35–54MathSciNetMATH
18.
Alessi R, Marigo JJ, Vidoli S (2015) Gradient damage models coupled with plasticity: Variational formulation and main properties. Mech Mater 80(PB):351–367
19.
Alessi R, Marigo JJ, Vidoli S (2014) Gradient damage models coupled with plasticity and nucleation of cohesive cracks. Arch Ration Mech Anal 214(2):575–615MathSciNetMATH
20.
Wick D, Wick T, Hellmig RJ, Christ HJ (2015) Numerical simulations of crack propagation in screws with phase-field modeling. Comput Mater Sci 109:367–379
21.
Mesgarnejad A, Bourdin B, Khonsari MM (2015) Validation simulations for the variational approach to fracture. Comput Methods Appl Mech Eng 290:420–437MathSciNetMATH
22.
Ambati M, Kruse R, De Lorenzis L (2016) A phase-field model for ductile fracture at finite strains and its experimental verification. Comput Mech 57(1):149–167MathSciNetMATH
23.
Ambati M, Gerasimov T, De Lorenzis L (May 2015) Phase-field modeling of ductile fracture. Comput Mech 55(5):1017–1040MathSciNetMATH
24.
Francfort GA, Marigo JJ (1998) Revisiting brittle fracture as an energy minimization problem. J Mech Phys Solids 46(8):1319–1342MathSciNetMATH
25.
Wu JY, Nguyen VP (2018) A length scale insensitive phase-field damage model for brittle fracture. J Mech Phys Solids 119:20–42MathSciNet
26.
Miehe C, Welschinger F, Hofacker M (2010) Thermodynamically consistent phase-field models of fracture: Variational principles and multi-field FE implementations. Int J Numer Methods Eng 83(10):1273–1311MathSciNetMATH
27.
Miehe C (1998) Comparison of two algorithms for the computation of fourth-order isotropic tensor functions. Comput Struct 66(1):37–43MathSciNetMATH
28.
“Computational inelasticity,” Comput. Math. with Appl., vol. 37, no. 6, p. 134, 2003.
29.
Sargado JM, Keilegavlen E, Berre I, Nordbotten JM (2018) High-accuracy phase-field models for brittle fracture based on a new family of degradation functions. J Mech Phys Solids 111:458–489MathSciNet
30.
Miehe C, Hofacker M, Welschinger F (2010) A phase field model for rate-independent crack propagation: Robust algorithmic implementation based on operator splits. Comput Methods Appl Mech Eng 199(45–48):2765–2778MathSciNetMATH
31.
M. A. Msekh, J. M. Sargado, M. Jamshidian, P. M. Areias, and T. Rabczuk, “Abaqus implementation of phase-field model for brittle fracture Comput. Mater. Sci., vol. 96, no. PB, pp. 472–484, 2015.
32.
D. R. J. O. Eduardo A. de Souza Neto, Djordje Peric, Computational Methods for Plasticity: Theory and Applications .
33.
F. D. A. N. PETRINIC, Introduction to Computational Plasticity. .
34.
T. J. R. Simo, J.C., Hughes, Computational Inelasticity .
35.
Simo J~C (1999) Topics on the numerical analysis and simulation of plasticity. Handb Numer Anal III
36.
Auricchio F, Taylor RL (1995) Two material models for cyclic plasticity: Nonlinear kinematic hardening and generalized plasticity. Int J Plast 11(1):65–98MATH
37.
Borden MJ, Hughes TJR, Landis CM, Anvari A, Lee IJ (2016) A phase-field formulation for fracture in ductile materials: Finite deformation balance law derivation, plastic degradation, and stress triaxiality effects. Comput Methods Appl Mech Eng 312:130–166MathSciNetMATH
38.
Gupta S, Taupin V, Fressengeas C, Jrad M (2018) Geometrically nonlinear field fracture mechanics and crack nucleation, application to strain localization fields in Al-Cu-Li aerospace alloys. Materials (Basel) 11(4)
39.
Peksen M (2018) Multiphysics modelling of structural components and materials. Multiphysics Model:105–138
40.
Clayton JD (2018) Nonlinear fracture mechanics. Encycl Contin Mech:1–7
41.
Clayton JD, Knap J (2014) A geometrically nonlinear phase field theory of brittle fracture. Int J Fract 189(2):139–148
42.
“Introduction to the finite element method,” Stud. Math. its Appl., vol. 4, no. C, pp. 36–109, 1978.
43.
Molnár G, Gravouil A (2017) 2D and 3D Abaqus implementation of a robust staggered phase-field solution for modeling brittle fracture. Finite Elem Anal Des 130:27–38
44.
Y. Chen, Advances in Continuum mechanics and thermodynamics of material behavior. 2011.
45.
Holzapfel GA (2005) Nonlinear solid mechanics : a continuum approach for engineering / Gerhard A. Holzapfel, pp 489–490
Metadaten
Titel
Phase-field modeling of fracture and crack growth in friction stir processed pure copper
verfasst von
Peyman Esmaeilzadeh
Reza Abdi Behnagh
Mohsen Agha Mohammad Pour
Xing Zhang
Yiliang Liao
Publikationsdatum
31.07.2020
Verlag
Springer London
Erschienen in
The International Journal of Advanced Manufacturing Technology / Ausgabe 9-12/2020
Print ISSN: 0268-3768
Elektronische ISSN: 1433-3015
DOI
https://doi.org/10.1007/s00170-020-05488-3

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