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Banabic D., Comsa D.S., Keller S., Wagner S., Siegert K., An yield criterion for orthotropic sheet metals, TMS Symposium: Innovations in processing and manufacturing of sheet materials (Ed. M. Demeri), New Orleans, Louisiana, 2001, p. 145-159.




    1. Aretz H., Modellierung des anisotropen Materialverhaltens von Blechen mit Hilfe de Finite-Elemente-Methode, Dissertation D82 RWTH Aachen, Shaker Verlag, Aachen, 2003.




  1. D. Banabic, K. Pöhlandt, Yield criteria for anisotropic sheet metal, UTFScience 2(2001),19-27.




  1. Topcu N., numerical, analytical and experimental analysis of indentation, PhD Thesis, 2005, METU Ankara.

  2. Geiger M, G. van der Heyd, M. Merklein and W. Hußnätter, Novel Concept of Experimental Setup for Characterisation of Plastic Yielding of Sheet Metal at Elevated Temperatures, Advanced Materials Research Vols. 6-8 (2005) pp. 657-664.

  3. Simcak,F., Determination of yield conditions in thin sheets, Experimentaly Analyza Napeti, 2004.

  4. W. Hussnaetter, Grundlegende Untersuchungen zur experiomentellen Ermittlung und zur Modellierung von Fliessortkurven bei erhoelten Temperaturen, Bericht LFT Erlangen, Meisenbach Verlag Bamberg, 2008.




  1. Pöhlandt, D. Banabic, K. Lange, Equi-biaxial anisotropy coefficient used to describe the plastic behavior of sheet metal, ESAFORM Conference, Krakow, 2002, 723-727.




  1. Butuc M.C., Forming Limit Diagrams. Definition of plastic instability criteria, PhD Thesis, University of Porto, Portugal, 2004.

  2. Poehlandt K., Tekkaya A.E., Schoeck J., Concepts for characterizing plastic anisotropy of sheet metal, , Proc. of the 24th IDDRG Congress, Besancon, 2005, 20.1-20.16.

  3. Vahl M., Beitrag zur gezeilten Beeinflussung des Werkstofflusses beim Innenhochdruckumformen von Blechen, Erlanger Nurberg Universitaet, Meisenbach Verlag, Bamberg, 2005 (ISBN 3-87525-224-1).

  4. Vegter H., A.H. van den Boogard, A yield function for anisotropic sheet material by interpolation of biaxial stress states, International Journal of Plasticity, 22 (2006) 557–580.

  5. M. Rabahallah, T. Balan, S. Bouvier, B. Bacroix, F. Barlat, K. Chung, C. Teodosiu, Parameter identification of advanced plastic strain rate potentials and impact on plastic anisotropy prediction, IJP, 24(2008)




  1. D. Banabic, S. Wagner, Yield criteria for anisotropic sheet metal, UTFScience 2(2001),19-27.




  1. Simulation of properties developed during rolling aluminium sheet: Part II, Aluminium International Today, 16(2004), p. 41-44.

  2. Engler, O., An, Y., Correlation of texture and plastic anisotropy in the Al-Mg Alloy AA 5005, Solid State Phenomena, 105(2005), p. 277-284.

  3. Balogun, S.A., Esezobor, D.E., Adeosun, S.O, Anisotropic behavior of deep-drawn Al 1017 alloy using macroscopic tensile and cupping tests, JOM, Volume 60, Issue 11, November 2008, Pages 29-33.




  1. Banabic, D, O. Cazacu, F. Barlat, D.S. Comsa, S. Wagner, K. Siegert, Description of the anisotropic behaviour of AA3103-0 aluminum alloy using two recent yield criteria, EUROMECH Conference, Liege, 2002, p.265-272.




      1. Alves, J.L., Simulacio Numerica do processo de Estampagem de Chapas Metalicas, Diss de Doutoramente, Universidade de Minho, Guimaraes, 2003.

      2. Alves J.L., Oliveira M.C., Menezes L.F., Springback Evaluation with Several Phenomenological Yield Criteria, Materials Science Forum, Vol. 455-456 (2004) 732-737.

      3. Barlat F. et al. Linear transformation-based anisotropic yield criteria, International Journal of Plasticity, 21(2005), 1009-1039.

      4. Chaporro B.M. et al. Optimization of the Phenomenological Constitutive Models parameters usin genetic Algorithms, Int J. Forming Processes, 9(2006), 1-20.

      5. I. Tikhovskiy, D. Raabe, F. Roters, Simulation of earing during deep drawing of an Al-3%Mg alloy, Research report, MPI Dusseldorf, 2007.

      6. Gavrus, A., Francillette, H., Formulation of anisotropic Hill criteria for the description of an aluminium alloy behaviour during the channel die compression test, AIP Conference Proceedings 907, 2007, p. 321-326




  1. Barlat F., Banabic D., Cazacu O., Anisotropy in Sheet Metals, In: Proc. NUMISHEET 2002 Conf., Jeju Island, 2002, p.515-524.




  1. Aretz H., Applications of a new plane stress yield function to orthotropic steel and aluminium sheet metals, Modelling. Simul. Mater. Sci. Eng., 12(2004), pp. 491-509.

  2. Xia Z.C., Miller C.E., Ren F., Springer behaviour of AA6111-T4 with split ring test, NUMIFORM 2004 Columbus-Ohio, 2004, p. 934-939.

  3. Habraken A.M., Modelling the plastic anisotropy of metals, Archive of Computational Methods in Engineering, 11(2004), p3-96.

  4. Atzema, E., Horn, C., Vegter, H., Influence of tooling layout on sheet forming process analysis, European Congress on Computational Methods in Applied Sciences and Engineering ECCOMAS 2004, 1-18.

  5. Aretz H., A non-quadratic plane stress yield function for orthotrotopic sheet metals, Journal of Materials Processing Technology, 168(2005), 1-9.

  6. Barlat F. et al. Linear transformation-based anisotropic yield criteria, International Journal of Plasticity, 21(2005), 1009-1039.

  7. Parente MPL, et al., Sheet metal forming simulation using EAS solid-shell finite elements, Finite Elements in Analysis and Design, Volume 42 , Issue 13 (September 2006), 1137 – 1149.

  8. Wenner M.L., Overview - Simulation of sheet metal forming, NUMISHEET 2005 Conf., AIP Conf. Proc. 778 A (2005), p.3-7.

  9. Xia, Z.C., Miller, C.E., Ren, F., Experimental and numerical investigations of a split-ring test for springback, Proc. ASME Conf.,MED 16-1,2 , 2005, p. 259-266

  10. Xia, Z.C., Miller, C.E., Ren, F., Experimental and numerical investigations of a split-ring test for springback, Journal of Manufacturing Science and Engineering, Transactions of the ASME 129 (2007), p. 352-359.

  11. Burchitz I., Improvement of sprinback prediction in sheet metal forming, PhD thesis, Twente, 2008.




  1. Comsa DS, D. Banabic, J.C. Gelin, S. Wagner, K. Siegert, Simulation of the hydroforming processes using an orthotropic yield criterion, in: Proceedings of the 5th International Conference and Workshop on Numerical Simulation of 3D Sheet Forming Processes (NUMISHEET 2002), 2002, pp. 55-60.




      1. Parente MPL, et al., Sheet metal forming simulation using EAS solid-shell finite elements, Finite Elements in Analysis and Design, Volume 42 , Issue 13 (September 2006), 1137 – 1149.




  1. D Banabic, D S Comsa, etc. Description of the plastic behavior of sheet metals using a new orthotropic yield criterion, 7th ICTP, 2002 (10) : 1531-1536.




  1. Mechanical & Electrical Engineering Technology, 32(2003), p.88-91.




  1. Banabic D., Theoretical Models of Forming Limit Diagrams, In: Proc. Simulation in der Umformtechnik, Workshop ISD, Stuttgart, 2002




  1. Novotny S., Innenhochdruck-Umformen von Blechen aus Aluminium-und Magnesiumlegierungen bei erhöhter Temperatur, Dissertation Nr. 137, Universität Nürnberg-Erlangen, , 2002

37. Siegert K., Jäger S., Vulcan M., Banabic D., An analytical approach of superplastic bulging of magnesium sheet metal, Esaform Conf., Salerno, 2003, p.163-167.




  1. Siegert, K., Jäger S., Vulcan M., Pneumatic bulging of magnesium AZ31 sheet metals at elevated temperatures, CIRP Annales, 52(2003), p.241-244.

  2. Siegert, K., Jaeger, S., Pneumatic bulging of magnesium AZ31 sheet metal at elevated temperatures, Magnesium Technology 2004, p. 87-90.

38 Banabic D., Kuwabara T., Balan T., Comsa D.S., Julean D., Non -Quadratic yield criterion for orthotropic sheet metals under plane-stress conditions, Int. J. Mechanical Sciences, 45(2003), Nr. 5, p. 797-811.




    1. Boscher D., Modelisation mecanique et simulation numerique de la mise en forme de bimateriaux metal-elastomere utilises dans la fabrication des coulisses des vitres pour automobile, These de doctorat, Univ. Paris 13, Villetaneuse, 2003.

    2. Aretz H., Applications of a new plane stress yield function to orthotropic steel and aluminium sheet metals, Modelling. Simul. Mater. Sci. Eng., 12(2004), pp. 491-509.

    3. Mattiasson K., Sigvant M., On the choice of the yield criterion for industrial sheet forming simulations, Proc. Of the 24th IDDRG Congress, Besancon, 2005, 18.1-18.10.

    4. Mattiasson K., Sigvant M., On The Influence Of The Yield Locus Shape In The Simulation Of Sheet Stretch Forming, NUMISHEET 2005, Detroit, AIP Conf. Proc. 778 A (2005), p.395-401.

    5. Mattiasson K, Sigvant, M., Some aspects on material modeling in industrial sheet forming simulations, Proc. of the COMPLAS 2005 Conference, Barcelona, 2005.

    6. Vegter H., A.H. van den Boogard, A yield function for anisotropic sheet material by interpolation of biaxial stress states, International Journal of Plasticity, 2006, 557-580

    7. Ageno M., Bolzon G., Maier G., Mechanical characterisation of free-standing foils by means of an innovative instrumentation and inverse analysis, European Journal of Mechanics, 2006.

    8. Mattiasson K., Sigvant M., New non-quadratic Yield Locus models and their influence on the accuracy of the FEA, Proc. FLC Zürich 2006Conf., Zürich, 2006, p.61-64.

    9. Panov V., Modelling of Behaviour of Metals at High Strain Rates, PhD Thesis, Cranfield University, 2006.

    10. O.-G. Lademo, K.O. Pedersen, T. Berstad, T. Furu and O.S. Hopperstad, An experimental and numerical study on the formability of textured AlZnMg alloys, European Journal of Mechanics - A/Solids, 2008, p.116-140.

    11. Achani D., Hopperstad O.S, Lademo O.G., Plastic anisotropy and strain path change for aluminium alloy sheets, IJP, 2007 (in press)

    12. Ganjiani, M.; Assempour, A., Implementation of a Robust Algorithm for Prediction of Forming Limit Diagrams, Journal of Materials Engineering and Performance, 1(2008), p.1-6

    13. Pannier, Y., Identification de parametres ´elastoplastiques par des essais statiquement indetermines: mise en oeuvre experimentale et validation de la methode des champs virtuels, These Docteur, ENSAM Paris, 2006.

    14. Mattiasson, K., Sigvant M., An evaluation of some recent yield criteria for industrial simulations of sheet forming processes, International Journal of Mechanical Sciences, 50(2008), p.774-787.

    15. Majak, J., Pohlak M., Kuttner R., An algorithm for localized and diffuse necking analysis, Int. J. Computational materials and Surface Eng., 1(2007), p.494-508.

    16. V. Cvitanić, F. Vlak, Ž. Lozina, A finite element formulation based on non-associated plasticity for sheet metal forming, IJP, 24(2008), p.646-687.

    17. M. Rabahallah, T. Balan, S. Bouvier, B. Bacroix, F. Barlat, K. Chung, C. Teodosiu, Parameter identification of advanced plastic strain rate potentials and impact on plastic anisotropy prediction, IJP, 24(2008).

    18. Vegter H., ten Horn C.H.L.J., An Y.G., Modelling of the plastic material behavior in advances sheet metal forming simulations, In: Automotive Sheet Metal Forming, Eds.: R.K. Verma, D. Bhattacharjee, Tata Mc Graw Hill, New Dehli, 2008, p.7-18.

    19. Zhao, M., Xue, K., Li, P., Numerical simulation and optimization of aluminum alloy auto panel forming by multivariate nonlinear regressing, Transactions of the Chinese Society of Agricultural Machinery, Volume 39, Issue 9, September 2008, Pages 166-169+186.

    20. I. N. Vladimirov M.P. Pietryga, S. Reese, Anisotropic finite elastoplasticity with nonlinear kinematic and isotropic hardening and application to sheet metal forming, IJP (2009)

    21. S. Ahmadia, A.R. Eivani and A. Akbarzadeh, An experimental and theoretical study on the prediction of forming limit diagrams using new BBC yield criteria and M–K analysis, Computational Materials Science, (2009)

39. Butuc M.C., Banabic D., Barata da Rocha A., Gracio J.J., Ferreira Duarte J., Jurco P., Comsa D.S, The performance of YLD96 and BBC2000 yield functions in forming limit prediction, J. of Materials Proc. Techn., Elsevier, 205-206(2002), p. 281-286.




  1. Butuc M.C., Forming Limit Diagrams. Definition of plastic instability criteria, University of Porto, Portugal, 2004.

  2. Vegter H., A.H. van den Boogard, A yield function for anisotropic sheet material by interpolation of biaxial stress states, International Journal of Plasticity, 22 (2006) 557–580

  3. Krasovskyy, A. Verbesserte Vorhersage der Rückfederung bei der Blechumformung durch weiterentwickelte Werkstoffmodelle, Diss., Universität Karlsruhe, 2005.

  4. J. Serri, M. Martiny, G. Ferron, Finite element analysis of the effects of martensitic phase transformation in TRIP steel sheet forming, International Journal of Mechanical Sciences 47 (2005) 884–901.

  5. Geiger M, G. van der Heyd, M. Merklein and W. Hußnätter, Novel Concept of Experimental Setup for Characterisation of Plastic Yielding of Sheet Metal at Elevated Temperatures, Advanced Materials Research Vols. 6-8 (2005) pp. 657-664

  6. Ganjiani, M., Assempour, A., An improved analytical approach for determination of forming limit diagrams considering the effects of yield functions, Journal of Materials Processing Technology 182 (2007) 598–607.

  7. Vegter H.,, C.H.L.J. ten Horn, A.H. van den Boogaard, Influence of the Plastic Material Behaviour on the Prediction of Forming Limits, in: Proceedings of the 9th International Conference on Numerical Methods in Industrial Forming Processes-NUMIFORM 2007, p.87-93.

  8. O.-G. Lademo, K.O. Pedersen, T. Berstad, T. Furu and O.S. Hopperstad, An experimental and numerical study on the formability of textured AlZnMg alloys, European Journal of Mechanics - A/Solids, 2008, p.116-140.

  9. Ganjani, M., Assempour,A., The performance of Karafillis-Boyce yield Function on determination of forming limit diagrams, International Journal Engineering, Trans. A, Basics, Vol.20 (2007), No. 1, p.55-66.

    1. Ganjiani, M.; Assempour, A., Implementation of a Robust Algorithm for Prediction of Forming Limit Diagrams, Journal of Materials Engineering and Performance, 1(2008), p.1-6

  1. Ganjiani, M.; Assempour, A., Implementation of a Robust Algorithm for Prediction of Forming Limit Diagrams, Journal of Materials Engineering and Performance, 2007

  2. K.O. Pedersen, O.-G. Lademo, T. Berstad, T. Furu, O.S. Hopperstad, Influence of texture and grain structure on strain localisation and formability for AlMgSi alloys, JMPT, 2008, 77-93.

  3. J. Serri, M. Cherkaoui, Constitutive Modeling and Finite Element Analysis of the Formability of TRIP Steels, Trans. of ASME, Journal of Engineering Materials and Technology, July, 2008.

  4. Fyllingen, Ø., Hopperstad, O.S., Lademo, O.-G., Langseth, M., Estimation of forming limit diagrams by the use of the finite element method and Monte Carlo simulation, Computers and Structures, Volume 87, Issue 1-2, January 2009, Pages 128-139.

40. Vulcan M., Siegert K., Banabic D., Superplastic forming of aluminium, Proc. Conf. “New Developments in Sheet Metal Forming Technology“, Stuttgart, 2002, 411-429.


1. Kleiner, M., Geiger M., Klaus A., Manufacturing of lightweight components by metal forming, CIRP Annales, 52(2003), p.521-534.
41. D. Banabic, O. Cazacu, F. Barlat, D.-S. Comsa, S. Wagner and K. Seigert, “Recent Anisotropic Yield Criteria for Sheet Metals,” Proc. Romanian Acad. A, vol. 3, 2002, pp. 1-9.
1. B. M. Hance, The influence of deformation-induced residual stresses on the post-forming tensile stress/strain behavior of dual-phase steels, PhD Thesis, University of Pittsburgh, 2005.
42. Paraianu L., Comsa D.S., Cosovici G., Jurco P., Banabic D., An improvement of the BBC2000 yield criterion, Esaform Conf., Salerno, 2003.


  1. Aretz H., Applications of a new plane stress yield function to orthotropic steel and aluminium sheet metals, Modelling. Simul. Mater. Sci. Eng., 12(2004), pp. 491-509.

  2. Butuc M.C., Forming Limit Diagrams. Definition of plastic instability criteria, University of Porto, Portugal, 2004.

  3. Mattiasson K., Sigvant M., On the choice of the yield criterion for industrial sheet forming simulations, Proc. of the 24th IDDRG Congress, Besancon, 2005, 18.1-18.10.

  4. Aretz H., A non-quadratic plane stress yield function for orthotrotopic sheet metals, Journal of Materials Processing Technology, 168(2005), 1-9.

  5. Mattiasson K., Sigvant M., On The Influence Of The Yield Locus Shape In The Simulation Of Sheet Stretch Forming, Proc. NUMISHEET 2005 Conf., Detroit, p.395-401.

  6. Mattiasson K, Sigvant, M., Some aspects on material modeling in industrial sheet forming simulations, Proc. of the COMPLAS 2005 Conference, Barcelona, 2005.

  7. Vegter H., A.H. van den Boogard, A yield function for anisotropic sheet material by interpolation of biaxial stress states, International Journal of Plasticity, 22 (2006) 557–580

  8. Mattiasson K., Sigvant M., New non-quadratic Yield Locus models and their influence on the accuracy of the FEA, Proc. FLC Zürich 2006Conf., Zürich, 2006, p.61-64.

  9. Mattiasson, K., Sigvant M., An evaluation of some recent yield criteria for industrial simulations of sheet forming processes, International Journal of Mechanical Sciences, 50(2008), p.774-787.

43. D. Banabic, S.D. Comsa, L. Paraianu, G. Cosovici, P. Jurco, Performances of the BBC2003 yield criterion when using data obtained from different mechanical tests, Int Conf. MTeM, Cluj Napoca, 2003, 23-27.




  1. Mattiasson, K., Sigvant M., An evaluation of some recent yield criteria for industrial simulations of sheet forming processes, International Journal of Mechanical Sciences, 50(2008), p.774-787.




  1. Banabic D., Kuwabara T., Balan T., Comsa D.S., An anisotropic yield criterion for sheet metals, J. of Materials Proc. Techn., 157-158(2004), p.462-465.




  1. T. Meinders, E.S. Perdahcıoglu, M. van Riel, H.H. Wisselink, Numerical modeling of advanced materials, IJMTM 48(2008), p.485-498.

  2. Shi, Y., Wu., J., Development and the applications of anisotropic yield criterions, Forging & Stamping Technology, 2006, p.99-103.

  3. Van Riel, E., A. H. van den Boogaard, Consistent plane stress–3d conversion of hardening models and yield criteria, IX International Conference on Computational Plasticity, COMPLAS IX, Barcelona, 2007,




  1. Banabic, D.; Comsa, S.; Jurco, P.; Cosovici, G.; Paraianu, L.; Julean, D. (2004), FLD theoretical model using a new anisotropic yield criterion, Journal of Materials Processing Technology, 157-158 (2004), p.23-27.




        1. Ben Tahar Mehdi, Contribution a l’etude et la simulation du procede d’hydroformage, These, CEMEF, Ecole des Mines de Paris, 2005.

        2. A.B. Zadpoor, Experimental and numerical study of machined aluminum tailor-made blanks, JMPT, 2008, p.288-289.

46. Poehlandt K., Banabic D., Lange K., Determining yield loci of sheet metal from axial and plane –strain deformation data, Esaform Conf., Salerno, 2003.


1. Poehlandt K., Tekkaya A.E., Schoeck J., Concepts for characterizing plastic anisotropy of sheet metal, , Proc. of the 24th IDDRG Congress, Besancon, 2005, 20.1-20.16.
47. Banabic, D, O. Cazacu, F. Barlat, D.S. Comsa, S. Wagner, K. Siegert, Description of the anisotropic behaviour of AA3103-0 aluminum alloy using two recent yield criteria, Journal de Physique, IV 105(2003), 297-304.



  1. Cazacu O., Barlat F., A criterion for description of anisotropy and differntial effects in pressure-insensitive metals, Int. Journal of Plasticity, 20(2004).

  2. Alves J.L., Oliveira M.C., Menezes L.F. Springback evaluation with several phenomenological yield criteria, Materials Science Forum 455-456(2004), p. 732-736.

  3. I. Tikhovskiy, D. Raabe, F. Roters, Simulation of earing during deep drawing of an Al-3%Mg alloy, MPI Dusseldorf, Report Research 2007.

  4. I. Tikhovskiy, D. Raabe, F. Roters, Simulation of earing during deep drawing of an Al-3% Mg alloy (AA 5754) using a texture component crystal plasticity FEM, JMPT, 183(2007), p. 169-175.




  1. Banabic, D., Comsa, S., Jurco, P., Cosovici, G., Paraianu, L., Julean, D., FLD theoretical model using a new anisotropic yield criterion, Journal of Materials Processing Technology, 157-158 (2004.), p. 23-27.




          1. Palumbo, G., Tricarico, L., Numerical and experimental investigations on the Warm Deep Drawing process of circular aluminum alloy specimens, JMPT, 184 (2007), p. 115-123.

          2. Zadpoor A.A, J. Sinke, R. Benedictus, Experimental and numerical study of machined aluminum tailor-made blanks, JMPT, 200(2008), p.288-299.




  1. Comşa, D.S., G. Cosovici, P. Jurco, D. Banabic, Simulation of the hydroforming process using a new orthotropic yield criterion, J. of Materials Proc. Techn., 157-158(2004), p.67-74.




        1. Gylienė V., Ostaševičius V., Study of hydroforming by implementing necking criterion in FEM code, MECHANIKA (Lithuania), 54(2005), p.18-23.

        2. A. Cherouat, M. Ayadi, N. Mezghani, F. Slimani, Experimental and finite element modelling of thin sheet hydroforming processes, ESAFORM 2008 Conf., Lyon, 2008.




  1. Banabic, D., Anisotropy and formability of AA5182-0 aluminium alloy sheets, Annales of CIRP, 53(2004), p. 219-222.




    1. T. Foecke, M.A.. Iadicola, A. Lin, S.W. Banovic, A Method for Direct Measurement of Multiaxial Stress-Strain Curves in Sheet Metal, Met. Trans., 38A(2007), 306-313.

    2. M.A. Iadicola, T. Foecke, S.W. Banovic, Experimental observations of evolving yield loci in biaxially strained AA5754-O, International Journal of Plasticity, 24(2008), p.2084-2101.

    3. M. Merklein, W. Hußnaetter, M. Geiger, Characterization of yielding behavior of sheet metal under biaxial stress condition at elevated temperatures, CIRP Annals, 2008.




  1. Banabic D., Aretz H., Comsa D.S., Paraianu L., An improvement analytical description of orthotropy in metallic sheets, International Journal of Plasticity, 21 (2005), 493-512.




  1. Aretz H., Applications of a new plane stress yield function to orthotropic steel and aluminium sheet metals, Modelling. Simul. Mater. Sci. Eng., 12(2004), pp. 491-509.

  2. Aretz H., Plastische Anisotropie in der Blechumformung: Modellierung und Simulation, In: Workshop „Simulation in der Umformtechnik.: Anisotropie in der Blech-und Kaltmassivumformung“, ISD, Stuttgart, 25 März 2004, p.8.1-8.33.

  3. Butuc M.C., Forming Limit Diagrams. Definition of plastic instability criteria, PhD Thesis, University of Porto, Portugal, 2004.

  4. Mattiasson K., Sigvant M., On the choice of the yield criterion for industrial sheet forming simulations, Proc. Of the 24th IDDRG Congress, Besancon, 2005, 18.1-18.10.

  5. Mattiasson K., Sigvant M., On The Influence Of The Yield Locus Shape In The Simulation Of Sheet Stretch Forming, Proc. NUMISHEET 2005 Conf., Detroit, p.395-401.

  6. Mattiasson K, Sigvant, M., Some aspects on material modeling in industrial sheet forming simulations, Proc. of the COMPLAS 2005 Conference, Barcelona, 2005.

  7. Barlat F. et al. Linear transformation-based anisotropic yield criteria, International Journal of Plasticity, 21(2005), 1009-1039.

  8. Shi, Y., Wu., J., Development and the applications of anisotropic yield criterions, Forging & Stamping Technology, 2006, p.99-103.

  9. Vegter H., A.H. van den Boogard, A yield function for anisotropic sheet material by interpolation of biaxial stress states, International Journal of Plasticity, 22 (2006) 557–580

  10. Chaporro B.M., et al. Optimization of the Phenomenological Constitutive Models parameters usin genetic Algorithms, Int J. Forming Processes, 9(2006), 1-20.

  11. J.W. Yoon, F. Barlat, R.E. Dick, M.E. Karabin, Prediction of six or eight ears in a drawn cup based on a new anisotropic yield function, International Journal of Plasticity, 22(2006), 174-193

  12. Hu W., Multi-response of plastic-flow stress for representing non-isotropic hardening behavior of materials, International Journal of Solids and Structures, 2006.

  13. Sansour C., Karsaj I., Soric J., A formulation of anisotropic continuum elastoplasticity at finite strains. Part 1. Modelling, International Journal of Plasticity, 2006, 2346-2365.

  14. Tong W., A plane stress anisotropic plastic flow theory for orthotropic sheet metals, International Journal of Plasticity, 22 (2006) 497–535.

  15. Mattiasson K., Sigvant M., New non-quadratic Yield Locus models and their influence on the accuracy of the FEA, Proc. FLC Zürich 2006Conf., Zürich, 2006, p.61-64.

  16. Choi Y. Han C.S., Lee J.K, Wagoner R.H., Modeling multi-axial deformation of planar anisotropic elasto-plastic materials, part I: Theory, International Journal of Plasticity, 2006, 1745-1764

  17. Karsaj I., Numericko modeliranje procesa deformiranja uz pretpostavku velikih deformacija, PhD Thesis, Zagreb, 2006.

  18. Aretz, H., Numerical analysis of diffuse and localized necking in orthotropic sheet metals, International Journal of Plasticity, 23(2007), 798-840

  19. Beyerline, I., Tome, C.N., Modeling transients in the mechanical response of copper due to strain path changes, Int. J Plasticity, 23(2007), 640-664.

  20. Ganjiani, M., Assempour, A., An improved analytical approach for determination of forming limit diagrams considering the effects of yield functions, Journal of Materials Processing Technology, 182 (2007) 598–607.

  21. Sansour, C., Karšaj, I., Sorić, J., On anisotropic flow rules in multiplicative elastoplasticity at finite strains, Computer Methods in Applied Mechanics and Engineering 196 (2007), 1294-1309.

  22. Aretz, H., Hopperstad, O.S., Lademo, O.-G., Yield function calibration for orthotropic sheet metals based on uniaxial and plane strain tensile tests, Journal of Materials Processing Technology 186 (2007), 221-235.

  23. Cleja-Tigoiu S., Orthotropic Model For Metallic Sheets In Finite Elasto-Plasticity, Proc. ESAFORM 2007 Conf., Zaragoza, p.364-368.

  24. Soare, S., On the use of homogeneous polynomials to develop anisotropic yield functions with applications to sheet forming, PhD Thesis, Florida Univ., 2007.

  25. Mattiasson K., Sigvant M., Larsson M., On The Prediction Of Plastic Instability In Metal Sheets, in: Proceedings of the 9th International Conference on Numerical Methods in Industrial Forming Processes-NUMIFORM 2007, p.129-135.

  26. Roll K., Faust A., Keßler L., Deep Drawing Simulation Of High And Ultrahigh Strength Steels Under Consideration Of Anisotropic Hardening, in: Proceedings of the 9th International Conference on Numerical Methods in Industrial Forming Processes-NUMIFORM 2007, p.853-859.

  27. O.-G. Lademo, K.O. Pedersen, T. Berstad, T. Furu and O.S. Hopperstad, An experimental and numerical study on the formability of textured AlZnMg alloys, European Journal of Mechanics - A/Solids, 2008, p.116-140.

  28. Ganjani, M., Assempour,A., The performance of Karafillis-Boyce yield Function on determination of forming limit diagrams, International Journal Engineering, Trans. A, Basics, Vol.20 (2007), No. 1, p.55-66.

  29. Achani D., Hopperstad O.S, Lademo O.G., Plastic anisotropy and strain path change for aluminium alloy sheets, IJP, 2007 (in press)

  30. K.O. Pedersen, O.-G. Lademo, T. Berstad, T. Furu, O.S. Hopperstad, Influence of texture and grain structure on strain localisation and formability for AlMgSi alloys, JMPT, 2008, 77-93.

  31. Aretz, H., A simple isotropic-distortional hardening model and its application in elasticplastic analysis of localized necking in orthotropic sheet metals, International Journal of Plasticity, 2008, p. 1457–1480.

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  34. Hu W., A novel quadratic yield model to describe the feature of multi-yield-surface of rolled sheet metals, IJP, 2007, 2004-2028.

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  44. Barlat F., Ahn D.C., Brem J.C., Yoon J.W., A general anisotropic yield function reduced to plane stress, In: Automotive Sheet Metal Forming, Eds.: R.K. Verma, D. Bhattacharjee, Tata Mc Graw Hill, New Dehli, 2008, p.1-6.

  45. Vegter H., ten Horn C.H.L.J., An Y.G., Modelling of the plastic material behavior in advances sheet metal forming simulations, In: Automotive Sheet Metal Forming, Eds.: R.K. Verma, D. Bhattacharjee, Tata Mc Graw Hill, New Dehli, 2008, p.7-18.

  46. Sigvant M., Mattiasson K., Vegter H., Thilderkvist P., A viscous pressure bulge test for the determination of a plastic hardening curve and equibiaxial material data, JMPT, 2008

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52. Banabic D., Comsa D.S., Jurco P., Wagner S., Vos M., An improvement of the anisotropy and formability predictions of aluminium alloys sheets, Proc. NUMIFORM 2004 Conf, Columbus (OH), 760-765.


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54. Banabic D., H. Aretz, L. Paraianu, P. Jurco, M. Vos, Theoretical Models for the Determination of Forming Limit Diagrams, Proc. of the 8th ESAFORM Conf. on Material Forming, Editor: D. Banabic, The Publishing House of the Romanian Academy, Bucharest, 2005, p.427-431.


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55. Banabic D., Aretz H., Paraianu L., Jurco P., Application of the various FLD modeling approaches, Modelling and Simulation in Material Science and Engineering, 13(2005), 759-769.


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  2. Soare, S., On the use of homogeneous polynomials to develop anisotropic yield functions with applications to sheet forming, PhD Thesis, Florida Univ. , 2007.

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56. Banabic D., Huetink J., Determination of the yield locus by means of temperature measurement, Esaform Conf., Glasgow, 2006, 359-362.




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  2. J. Huetink, Numerical simulations and optimisation in forming of advanced materials, AIP Conference Proceedings 907, p. 1500-1505.

  3. T. Meinders, E.S. Perdahcıoglu, M. van Riel, H.H. Wisselink, Numerical modeling of advanced materials, IJMTM, 28(2008), 485-498.

57. Banabic D., Vulcan M., Bulge testing under constant and variable strain rates of superplastic aluminium alloys, Annales of CIRP, 54(2005), 205-209.




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  2. F.K. Abu-Farha, N.A. Shuaib, M.K. Khraisheh, Limiting strains of sheet metals obtained by pneumatic stretching at elevated temperatures, CIRP Annals, 2008.

58. Pöhlandt, K.; Banabic, D.; Lange, K.: Charakterisierung der plastischen Anisotropie von Blechen, UTF Science, 2003, No.1, p. 1-8.




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59. M. Vos, D. Banabic, P. Jurco, J. Brem, F. Barlat, Forming limit prediction using BBC 2003 yield criterion for aluminum automotive alloy, IDDRG Conference, Porto, 2006, p.51-58.




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60. Banabic D., Balan T., Comsa D.S., Müller W., Pöhlandt K., A new criterion for anisotropic sheet metals, 8th Int. Conf. Achievements in the Mechanical and Materials Engineering“, Gliwice, 1999, p.33-36.




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61. Banabic D., Vos M., Paraianu, L., Jurco P., Increasing the robustness of the sheet metal forming simulation by the prediction of the forming limit band, Proc. NUMIFORM 2007 Conf, Porto, 760-765.
1. G. Palumbo, D. Sorgente, L. Tricarico, The design of a formability test in warm conditions for an AZ31 magnesium alloy avoiding friction and strain rate effects, International Journal of Machine Tools & Manufacture, 2008, p.1535-1545.
62. Banabic D, Vos M, Paraianu L, Jurco P. Theoretical prediction of the forming limit band. In: 10th ESAFORM conference on material forming, 2007. p. 368-72.


  1. Fyllingen, Ø., Hopperstad, O.S., Lademo, O.-G., Langseth, M., Estimation of forming limit diagrams by the use of the finite element method and Monte Carlo simulation, Computers and Structures, Volume 87, Issue 1-2, January 2009, Pages 128-139.




  1. Banabic D., Balan T., Comsa D.S., Analysis of local loads on the draw die profile with regard to wear using the FEM and experimental investigations, J. of Materials Proc. Techn., Elsevier, Amsterdam, 115(2001), p.153-158.




        1. Pereira, M.P., Yan, W., Rolfe, B.F., Contact pressure evolution and its relation to wear in sheet metal forming, Wear, Volume 265, Issue 11-12, 26 November 2008, Pages 1687-1699




  1. S. Soare, D. Banabic, On the effect of the normal pressure on the forming limit curves, Numisheet 2008, September 1-5, 2008 – Interlaken, Switzerland, p.199-204.




        1. P.D. Wua, J.D. Embury, D.J. Lloyd, Y. Huang, K.W. Neale, Effects of superimposed hydrostatic pressure on sheet metal formability, International Journal of Plasticity, (2009)

        2. W.C. Emmens, A.H. van den Boogaard, An overview of stabilizing deformation mechanisms in incremental sheet forming, JMPT, (2009)


Prof. Dorel BANABIC Decembrie, 12, 2008
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