Modeling and Calculating Residual Stresses in Rolled Profiles
Authors: Karatushin S.I., Khramova D.A., Bildyuk N.A. | Published: 19.06.2017 |
Published in issue: #6(687)/2017 | |
Category: Calculation and Design of Machinery | |
Keywords: ANSYS, analytical calculation, residual stresses, rolled profiles, corrections |
Two methods for calculating residual stresses (RS) appearing in rolled profiles (T-beam and channel) are considered, that is the analytical calculation using MathCAD, and computer simulation based on the ANSYS software package. Profiles are formed according to the pure bending scheme in such a way that plastic deformation occurs in a part of the section, i.e. the deformation is elastoplastic in general. Mechanical properties are set close to real ones. The deformation principle used for RS modeling is based on the non-uniformity of plastic deformation. The results of the RS calculations performed by the two methods showed good convergence. A computer-aided correction process was simulated in the formed profiles. When performing the simulation, a correction for the Bauschinger effect was incorporated into the mechanical properties and a repeated loading mode was introduced, followed by the determination of RS and the value of the total plastic deformation distribution. Computer modeling proved to be significantly more informative and efficient.
References
[1] Ivanov A.P., Ivanova I.A. Raspredelenie ostatochnykh napriazhenii v goriachekatanykh prokatnykh profiliakh [The distribution of residual stresses in hot-rolled rolling profiles]. Sbornik nauchnykh trudov Ukrainskogo nauchno-issledovatel’skogo i proektnogo instituta stal’nykh konstruktsii im. V.M. Shimanovskogo [Collection of scientific works of the Ukrainian scientific-research and design Institute of steel construction named after V.M. Szymanowski]. 2008, is. 2, pp. 5–12.
[2] Kolmogorov G.L., Kuznetsova E.V., Tiunov V.V. Tekhnologicheskie ostatochnye napriazheniia i ikh vliianie na dolgovechnost’, i nadezhnost’ metalloizdelii [Technological residual stresses and their influence on the durability and reliability of metal products]. Perm’, PSTU publ., 2012. 225 p.
[3] Blurtsian R.Sh., Zalazinskii M.G., Selikhov G.F., Blurtsian I.R. Issledovanie ostatochnykh napriazhenii poverkhnostnykh sloev torsionnykh valov [Study of residual stresses in surface layers of the torsion shafts]. Novye materialy i tekhnologii v mashinostroenii. Novye materialy i tekhnologii v mashinostroenii. 6-ia Mezhdunarodnaia nauchno-tekhnicheskaia konferentsiia [New materials and technologies in mechanical engineering. 6th international scientific-technical conference]. Murom, MIVlGU publ., 2006, no. 6, pp. 3–5.
[4] Ulutan D., Erdem Alaca B., Lazoglu I. Analytical modelling of residual stresses in machining. Journal of Materials Processing Technology, 2007, 183, pp. 77–87.
[5] Pasternak H., Launert B., Kannengießer T., Rhode M. Residual stresses and imperfections in welded high-strength I-shape sections. 6th International Conference on Structural Engineering, Mechanics and Computation, Cape Town, South Africa, 5–7 September 2016, pp. 1139–1146.
[6] Silvestre E., De Argandoña E.S., Galdós L., Mendiguren J. Testing and modeling of roll levelling process. Key Engineering Materials, 2014, vol. 611–612, pp. 1753–1762.
[7] Klimova L.G. Upravlenie tekhnologicheskimi ostatochnymi napriazheniiami pri okhva-tyvaiushchem deformirovanii malozhestkikh valov. Diss. kand. tekhn. nauk [Control of technological residual stresses in the deformation of the covering a little hard shafts. Cand. tech. sci. diss.]. Irkutsk, 2006. 189 p.
[8] Abambres M., Quach W.-M. Residual stresses in steel members: A review of available analytical expressions. International Journal of Structural Integrity, 2016, vol. 7, is. 1, pp. 70–94.
[9] Sazonov V.P., Larionova Iu.S. Issledovanie vliianiia radiusa i glubiny nadreza na kharakter raspredeleniia ostatochnykh napriazhenii v naimen’shem sechenii poverkhnostno upro-chnennoi detail [Research of notch radius and depth influence on residual stresses distribution character in the smallest cross-section of surface hardened detail]. Vestnik Samarskogo universiteta. Aerokosmicheskaia tekhnika, tekhnologii i mashinostroenie [Vestnik of Samara university. Aerospace and mechanical engineering]. 2012, no. 5(36), pp. 120‒122.
[10] Mokrousov V.I. Koeffitsient pruzhineniia pri uprugoplasticheskom izgibe lista dlia sredy s lineinym uprochneniem [The coefficient spring with elastic-plastic bending of sheet for a medium with linear hardening]. Molodoi uchenyi [Young Scientist]. 2015, no. 23(103), pp. 180–188.
[11] Shinkin V.N. Ostatochnye napriazheniia v poperechnom sechenii kruglogo brusa pri izgibe [Residual stresses in the cross section of a circular beam in bending]. Aktual’nye problemy gumanitarnykh i estestvennykh nauk [Actual problems of humanitarian and natural sciences]. 2016, no. 3–1, pp. 145–151.
[12] Makeev S.A, Kolmakov D.M. Modelirovanie ostatochnykh napriazhenii v arochnom tonkostennom prokate trapetsievidnogo secheniia [Modeling of residual stress in arch thin wall rolled the trapezoidal cross-section]. Omskii nauchnyi vestnik [Omsk scientific Bulletin]. 2014, no. 1(127), pp. 145–151.