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IssuesArchive of Issues2014-5pp.561-567

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H.D. Dell, V.V. Eliseev, and V.A. Shapievskaya, "Experimental Study of the Bauschinger Effect for Anisotropic Metals," Mech. Solids. 49 (5), 561-567 (2014)
Year 2014 Volume 49 Number 5 Pages 561-567
DOI 10.3103/S0025654414050070
Title Experimental Study of the Bauschinger Effect for Anisotropic Metals
Author(s) H.D. Dell (MATFEM, Nederlingerstrasse 1, München, D-80638 Germany, harrydell@alice-dsl.net)
V.V. Eliseev (Voronezh State Technical University, ul. Plekhanovskaya 11, Voronezh, 394018 Russia, evv52@bk.ru)
V.A. Shapievskaya (Voronezh State Technical University, ul. Plekhanovskaya 11, Voronezh, 394018 Russia, veragoltseva@mail.ru)
Abstract The Bauschinger effect is characterized by the Bauschinger and Backhaus functions. The dependence of these functions on the direction of deformation of an initially anisotropic sheet material is studied. The experiments showed that these functions are independent of the direction, which confirms the model of isotropic Bauschinger effect.
Keywords Bauschinger effect, Bauschinger function, Backhaus function
References
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2.  A. Heath, J.-L. Babeau, F. E. Khaldi, and Y. Dammak, "Constitutive Models for Sheet Metal Forming Simulation with PAM-SRAMP 2G," in 3rd Forming Technology Forum Zurich 2009 "Constitutive Modeling of Kinematic and Anisotropic Hardening Effects for Ductile Materials" (Zurich, 2009), pp. 83-87.
3.  F. Kh. Tomilov, D. V. Khvan, and S. A. Tolstov, "Bauschinger Effect Estimation from the Results of Tests of Standard Flat Specimens in the Extension-Compression Cycle," Zavodskaya Laboratoriya, No. 11, 51-53 (1995).
4.  L. Geng and R. H. Wagoner, "Role of Plastic Anisotropy and Its Evolution on Springback," Int. J. Mech. Sci., No. 1, 123-148 (2002).
5.  H. Gese, H. Dell, and G. Oberhofer, "Models for Isotropic-Kinematic Hardening and Anisotropic Hardening in Material Model MF GenYld+CrachFEM," in 3rd Forming Technology Forum Zurich 2009 "Constitutive Modeling of Kinematic and Anisotropic Hardening Effects for Ductile Materials" (Zurich, 2009), pp. 65-70.
6.  M. Turkoz, M. Dilmec, and H. Halkaci, "Investigation on Earing Behavior of AA2024-T4 and AA5754-O Aluminum Alloys," Adv. Mater. Res. 264-265, 12-17 (2011).
7.  H. D. Dell, "Deformability of Materials with Anisotropic Strengthening," in Applied Problems of Continuum Mechanics (Voronezh Univ., Voronezh, 1988) [in Russian].
8.  A. K. Ghosh, "Tensile Instability and Necking in Materials with Strain Hardening and Strain Rate Hardening," Acta Met., No. 12, 1413-1424 (1977).
9.  F. Barlat, D. J. Lege, and J. C. Brem, "A Six-Component Yield Function for Anisotropic Materials," Int. J. Plasticity 7, 693-702 (1991).
10.  F. Yoshida and T. Uemori, "A Model of Large-Strain Cyclic Plasticity and its Application to Springback Simulation," Int. J. Mech. Sci., No. 10, 1687-1702 (2003).
Received 16 May 2011
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