The main purpose of this paper is to study the orthotropic plastic behaviour of the cold-rolled interstitial free steel HC260Y when it is submitted to various loading directions under monotonic tests. The experimental database included tensile tests carried out on specimens (in the as-received condition and after undergoing an annealing heat treatment) cut in different orientations according to the rolling direction. A model was proposed, depending on a plasticity criterion, a hardening law and an evolution law, which takes into account the anisotropy of the material. To validate the proposed identification strategy, a comparison with the experimental results of the planar tension tests, carried out on specimens cut parallel to the rolling direction, was considered. The obtained results allowed the prediction of the behaviour of this material when it is subjected to other solicitations whether simple or compound.
AzushimaAKoppRKorhonenA, et al.Severe plastic deformation (SPD) processes for metals. CIRP Ann Manuf Technol2008; 57: 716–735.
2.
AltanTTekkayaAE. Sheet metal forming: processes and applications. USA: Ohio, 2012, p. 365.
3.
TekkayaAE. Simulation of metal forming processes. In: BanabicD (ed) Formability of metallic materials. Berlin: Heidelberg, 2000, pp.251–302. DOI:10.1007/978-3-662-04013-3_7
4.
RobertC. Contribution à la simulation numérique des procédés de mise en forme - Application au formage incrémental et au formage superplastique. PhD Thesis, ENSAM engineering school, France, 2009.
5.
BressanCVaz JrM. Stress-strain behavior and ductile fracture characterization of IF tensile test by 2d and 3d numerical simulations. In: CBECIMAT Congresso Brasileiro de Engenharia e Ciência dos Materia, Cuiabá, Brasil, 9–13 November 2014, pp.4140–4152.
6.
AdzimaF. Modélisation et simulation de procédés de mise en forme de tôles métalliques ultrafines. PhD Thesis, ENSAM engineering school, France, 2016.
7.
CuminJStoićADusparaM. Bending accuracy of the HC260Y steel in different v-tool configurations. Teh Vjesn2016; 23: 229–236.
8.
HoileS. Processing and properties of mild interstitial free steels. J Mater Sci Technol2000; 16: 1079–1093.
9.
BayraktarEIsacNArnoldG. An experimental study on the forming parameters of deep-drawable steel sheets in automotive industry. J Mater Process Technol2005; 162–163: 471–476.
10.
Samet-MeziouAEtterAL. Baudin T, at al. Relation between the deformation sub-structure after rolling or tension and the recrystallization mechanisms of an IF steel. Mater Sci Eng A Struct Mater2008; 473: 342–354.
11.
MihalikováMLiškováAHagarováM, et al. Fatigue characteristics of laser welded DC06EK and DP600MC steel sheets. In: The 11th polish–Japanese joint seminar on micro and nano analysis, Gniew, Poland, 11–14 September 2016, pp.1347–1350. paper no 5.
12.
ArfaouiLSametAZnaidiA, et al.Ductile fracture characterization of an IF steel tensile test by numerical simulation. In: AifaouiN (ed) Design and modeling of mechanical systems - IV. CMSM 2019. Lecture notes in mechanical engineering. Cham: Springer, 2020, pp.318–327. DOI: 10.1007/978-3-030-27146-6_34
13.
TsunoyamaK. Metallurgy of ultra-low-C interstitial-free sheet steel for automobile applications. Phys Stat Sol (a)1998; 167: 427–433.
14.
ChenQZDugganBJ. On cells and microbands formed in an interstitial-free steel during cold rolling at low to medium reductions. Metall Mater Trans A Phys Metall Mater Sci2004; 35: 3423–3430.
15.
RanaRBleckWSinghSB, et al.Development of high strength interstitial free steel by copper precipitation hardening. Mater Lett2007; 61: 2919–2922.
16.
SinhaMSyedBKarmakarA, et al.Diffusional and displacive transformations in interstitial-free steel within the scope of a critical assessment of the mechanical property. Mater Sci Eng A Struct Mater2020; 787: 139519.
17.
ObaraTSakataK. Development of Metallurgical Aspects and Processing Technologies in IF Sheet Steel. In: The 39th Mechanical Working and Steel Processing conference, Indianapolis, Indiana, 19–22 October 1997, pp.307–314.
18.
BorbélyADriverJHUngárT. An X-ray method for the determination of stored energies in texture components of deformed metals; application to cold worked ultra-high purity iron. Acta Mater2000; 48: 2005–2016.
19.
RégléH. Mechanisms of Microstructure and Texture Evolution during Recrystallisation of Ferritic Steels Sheets. In: The First Joint International Conference on Recrystallization and Grain Growth (ed GottsteinGMolodovDA), Aachen, Germany, 27–31 August 2001, pp.707–718.
20.
ThomasIZaeffererSRaabeD. High-Resolution EBSD investigation of deformed and partially recrystallized IF steel. Adv Eng Mater2003; 5: 531–613.
21.
LeeNSChenJHKaoPW, et al.Anisotropic tensile ductility of cold-rolled and annealed aluminium alloy sheet and the beneficial effect of post-anneal rolling. Scr Mater2009; 60: 340–343.
22.
Nor MK.MMa’atNHoCS. An anisotropic elastoplastic constitutive formulation generalised for orthotropic materials. Contin Mech Thermodyn2018; 30: 825–860.
23.
MirouxA. Etude expérimentale et modélisation des mécanismes de formation des textures de recristallisation dans les aciers sans interstitiels stabilisés au titane. PhD Thesis, University of Paris 13 Galileo Institute, France, 1999.
24.
JuntunenPKarjalainenPRaabeD, et al.Optimizing continuous annealing of interstitial-free steels for improving deep drawability. Metall Mater Trans A Phys Metall Mater Sci2001; 32: 1989–1995.
25.
RégléH. Recristallisation des aciers sans interstitiel. Mater et Tech2002; 90: 66–70.
26.
DugganBJTseYYLamG, et al.Deformation and recrystallization of interstitial free (IF) steel. Mater Manuf Process2011; 26: 51–57.
27.
Samet-MeziouAHelbert-EtterALBaudinT. Comparison between recrystallization mechanisms in copper and Ti-IF steel after a low amount of deformation. Mater Sci Eng A Struct Mater2011; 528: 3829–3832.
28.
ZnaidiADaghfasOGahbicheA, et al.Identification strategy of anisotropic behavior laws: application to thin sheets of A5. J Theor Appl Mech2016; 54: 1147–1156.
29.
DaghfasOZnaidiABen MohamedA, et al.Experimental and numerical study on mechanical properties of aluminum alloy under uniaxial tensile testFrat ed Integrita Strutt2017; 11: 263–273.
30.
BelhadjsalahHKhalfallahAZnaidiA, et al.Constitutive parameters identification for elastoplastic materials in finite deformation. J Phy IV2003; 105: 3–10.
31.
KhalfallahA. Identification de lois de comportement élastoplastiques anisotropes. PhD Thesis, Faculty of Mathematical, Physical and Natural Sciences of Tunis, Tunisia, 2004.
32.
LiZJWintherGHansenN. Anisotropy in rolled metals induced by dislocation structure. Acta Mater2006; 54: 401–410.
33.
Ganczarski A, Egner H and Skrzypek J. Introduction to Mechanics of Anisotropic Materials. In: Skrzypek J and Ganczarski A (eds) Mechanics of anisotropic Materials. Switzerland: Springer, 2015, pp.1–56. DOI: 10.1007/978-3-319-17160-9_1.
34.
Bin ZamanSBarlatFKimJH. Deformation-induced anisotropy of uniaxially prestrained steel sheets. Int J Solids Struct2018; 134: 20–29.
35.
DoguiA. Plasticité anisotrope en grandes déformations. PhD Thesis, Claude Bernard University, France, 1989.
36.
ZnaidA. Plasticité orthotrope en grandes déformations. PhD Thesis, Faculty of Mathematical, Physical and Natural Sciences of Tunis, Tunisia, 2004.
37.
DoucetABNatarajanS. Yielding behavior of prestrained interstitial-free steel and 70/30 brass. Metall Mater Trans A Phys Metall Mater Sci1991; 22: 393–401.
38.
XincunZZhenZHongyeL, et al.Experimental methodology for obtaining the flow curve of sheet materials in a wide range of strains. Steel Res Int2013; 84: 146–154.
39.
PipardJMBalanTAbed-MeraimF, et al.Elasto-visco-plastic modeling of mild steels for sheet forming applications over a large range of strain rates. Int J Solids Struct2013; 50: 2691–2700.
40.
HeringOKolpakFTekkayaAE. Flow curves up to high strains considering load reversal and damage. Int J Mater Form2019; 12: 955–972.
41.
BarlatFBremDLJ. A six components yield function for anisotropic materials. Int J Plast1991; 7: 693–712.
42.
KarafillisAPBoyceMC. A general anisotropic yield criterion using bounds and a transformation weighting tensor. J Mech Phys Solids1993; 41: 1859–1886.
43.
CazacuOPlunkettBBarlatF. Orthotropic yield criterion for hexagonal closed packed metals. Int J Plast2006; 22: 1171–1194.
SametA. Etudes des mécanismes de recristallisation dans un acier IF-Ti après faibles déformations par laminage ou par traction. PhD thesis, University of Paris-Sud, France, 2005.
46.
HuangCJBrowneDJ. Phase-field model prediction of nucleation and coarsening during austenite/ferrite transformation in steels. Metall Mater Trans A Phys Metall Mater Sci2006; 37: 589–598.
47.
BayraktarEKaplanDDevillersL, et al.Grain growth mechanism during the welding of interstitial free (IF) steels. J Mater Process Technol2007; 189: 114–125.
48.
BayraktarEKaplanDDevillersL. Physical understanding of ferrite grain growth during welding in interstitial free steels (IFS). Arab J Sci Eng2009; 34: 115–127.
49.
GahbicheMA. Caractérisation expérimentale des tôles d’emboutissage : application à l’identification des lois de comportement. PhD Thesis, National School of Engineers of Monastir, Tunisia, 2006.
50.
DaghfasOZnaidiABen AhmedM, et al.Experimental study on mechanical properties of aluminum alloys under uniaxial tensile tests. Int J Technol2017; 8: 662–672.
51.
LvZQianLLiuS, et al.Preparation and mechanical behavior of ultra-high strength low-carbon steel. Materials2020; 13: 1–14.
52.
SenerBEsenerEFiratM. Modeling plastic anisotropy evolution of AISI 304 steel sheets by a polynomial yield function. SN Appl Sci2021; 3: 1–12.
53.
ÇinarG. Effects of anisotropy on formability in sheet metal forming. PhD Thesis, Istanbul Technical University, Turkey, 2006.
54.
KimJHSerpantiéABarlatF, et al.Characterization of the post-necking strain hardening behavior using the virtual fields method. Int J Solids Struct2013; 50: 3829–3842.
55.
LankfordWTSnyderSCBausherJA. New criteria for predicting the press performance of deep drawing sheets. Trans Am Soc Met1950; 42: 1197–1205.
