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List of Publications
Total Publications Summary: 139
•    Book Chapters: 11
•    Papers in Refereed International Journals: 76
•    Papers in International Conference Proceedings: 52
•    H-index: 17
•    Total Citations (Scopus): 1176 citations
•    ISI WEB OF SCIENCE: 1164 citations


Book Editor:
“Linking scales in computation: from microscale to macroscopic properties”, Editor Oana Cazacu, Procedia Iutam, Vol. 3, Elsevier ( www.sciencedirect.com ) 2012.
“Multiscale Modeling of Heterogeneous Materials” Wiley, 2008. ISBN: 9781848210479, 320 pp.

Book, Co-editor(s):
“Plasticity of Crystalline Materials, Editors: I. R. Ionescu, S. Bouvier, O. Cazacu, P. Franciosi
John Wiley & Sons, Inc., 2011. ISBN: 978-1-84821-278-7, 333 pp.
   
Book Chapters:

1.    B. Revil-Baudard, J. B. Stewart, J.H. Yoon, and O. Cazacu [2012] “On the influence of damage evolution in an incompressible material with matrix displaying tension-compression asymmetry”, Procedia IUTAM 3 (2012) pp. 331 – 349.
Related link: http://www.sciencedirect.com/science/article/pii/S2210983812000223

2.    G.Gilles , O. Cazacu, W. Hammami, A.M. Habraken, L. Duchêne [2012] “Experimental and numerical study of TA-6V mechanical behavior in different monotonic loading conditions at room temperature, Procedia IUTAM 3 (2012) pp. 100 – 114.
Related link: http://www.sciencedirect.com/science/article/pii/S2210983812000090

3.    J. B. Stewart and O. Cazacu [2011] “On modeling the combined effects of anisotropy and tension-compression asymmetry of the matrix on the response of the porous aggregate” Chapter 7 in: Plasticity of Crystalline Materials, Eds: I. R. Ionescu, S. Bouvier, O. Cazacu, and P. Franciosi, John Wiley & Sons, 2011 pp.149-176.

4.    M. Schmidt, O. Cazacu, M. Green [2010] “Experimental and theoretical investigation of the high-pressure behavior of cementitious materials” in: Materials under Extreme Loadings. Eds: E. Buzaud, I.R. Ionescu, G. Voyadjis, John Wiley & Sons, pp. 247-266.
Find it at:

5.    O. Cazacu and F. Barlat [2008] “Modeling plastic anisotropy and strength differential effects in metallic materials” in: Mechanics of Heterogeneous Materials Ed: O. Cazacu, Wiley-ISTE, pp. 71-89.
Find it at:

6.    B. Plunkett and O. Cazacu [2008] “Viscoplastic modeling of anisotropic textured metals” in: Mechanics of Heterogeneous Materials Ed: O. Cazacu, Wiley-ISTE, pp.111-127.
Find it at:

7.    S. Soare, J.W. Yoon, O. Cazacu and F. Barlat [2007] “Applications of a recently proposed anisotropic yield function to sheet forming” in: Advanced Methods in Material Forming, Eds: D. Banabic. Publisher: Springer, pp. 131-151.
Find it at:

8.    D. Banabic, F. Barlat, O. Cazacu, T. Kuwabara [2007] “Anisotropy and formability. in: Advances in Material Forming-ESAFORM 10 Years on, (Eds: Chinesta, F., Cueto, E.) Springer, Heidelberg-Berlin (2007) 143-176
Find it at:

9.    F. Barlat, O. Cazacu, M. Zyczkowski, D. Banabic and J.W. Yoon [2004] “Yield surface plasticity and anisotropy in sheet metals” in: Continuum Scale Simulation of Engineering Materials, Fundamentals - Microstructures - Process Applications, Eds: D. Raabe, L.-Q. Chen, F. Barlat, F. Roters. Publisher: Wiley-VCH Verlag Berlin GmbH, pp.145-167.
Find it at:

10.    N. D. Cristescu and O. Cazacu [2000] “Viscoplasticity of geomaterials, Chapter 6 in: Modeling and Applications in Geomechanics, eds.: A. Zaman, G. Gioda, and J. R. Booker, John Wiley & Sons, Chichester, pp. 129-150.
Find it at:

11.    O. Cazacu, “Rock anisotropy” [1998] in: Time Effects in Rock Mechanics by N. D. Cristescu and U. Hunsche, John Wiley and Sons, Chichester, pp.169-179.
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Papers in Refereed Journals:

1.    G. Kleiser, B. Revil-Baudard, O. Cazacu, C. L. Pasiliao[2015] Plastic deformation of polycrystalline molybdenum: experimental data and macroscopic model accounting for its anisotropy and tension-compression asymmetry, Int. J. Solids Sructures,75-76, 287-298.
Find it at: http://www.sciencedirect.com/science/article/pii/S0020768315003753

2.    G. Kleiser, B. Revil-Baudard, O. Cazacu, C. L. Pasiliao [2015] Experimental characterization and modeling of the anisotropy and tension-compression asymmetry of polycrystalline molybdenum for strain rates ranging from quasi-static to impact. JOM, The Journal of The Minerals, Metals &Materials Society, 1-7.
Find it at: http://link.springer.com/article/10.1007%2Fs11837-015-1612-4#page-1

3.    N. Chandola, R.A. Mishra, O.Cazacu, [2015] Application of the VPSC model to the description of the stress-strain response and texture evolution in AZ31 Mg for various strain paths, Int. J. Engineering Materials Technology, 137, 4, 041007.
Find it at: http://materialstechnology.asmedigitalcollection.asme.org/article.aspx?articleid=2396723

4.    N. Chandola, C. L. Pasiliao, O. Cazacu, B. Revil-Baudard [2015] On modeling the mechanical behavior and texture evolution of rolled AZ31 Mg for complex loadings involving strain path changes. Romanian Journal of Technical Sciences-Applied Mechanics, 60, 287-308.
Find it at: http://materialstechnology.asmedigitalcollection.asme.org/pdfaccess.ashx?ResourceID=11421517&PDFSource=13

5.    N. Chandola, R.A. Lebensohn, O.Cazacu, B. Revil-Baudard, R.A. Mishra, F. Barlat [2015] Combined effects of the tension-compression asymmetry and anisotropy on the torsional response of AZ31 Mg, Int. J. Solids Structures, 58, 190-200.
Find it at: http://www.sciencedirect.com/science/article/pii/S0020768315000037

6.    J. L.Alves, O. Cazacu [2015] Micromechanical study of the dilatational response of porous solids with pressure-insensitive matrix displaying tension-compression asymmetry. European Journal of Mechanics - A/Solids 51, 44-54.
Find it at: http://www.sciencedirect.com/science/article/pii/S0997753814001739

7.    B. Revil-Baudard, O. Cazacu, P. Flater, G. Kleiser, [2015] Plastic deformation of high-purity α-titanium: Model development and validation using the Taylor cylinder impact test, Mechanics of Materials, 80, 264-275.
Find it at: https://www.infona.pl/resource/bwmeta1.element.elsevier-dbd378ae-5a3d-3e3f-b148-7fe9f344a71d

8.    O.Cazacu, B. Revil-Baudard [2015] A new approach to ductile damage. Annals of the Univ.of Bucharest (Mathematical Series) 6 (LXIV), 59-82.

9.    O. Cazacu, B. Revil-Baudard [2015] New three-dimensional plastic potentials for porous solids with von Mises matrix. Comptes Rendus -Mecanique, 343, 77-94.

10.   J. L.Alves, O. Cazacu [2015] Correlation between strength differential effects in the plastic flow of the matrix and the rate of damage growth in porous polycrystals, Comptes Rendus -Mecanique, 343, 107-120.

11.    B. Revil-Baudard, N. Chandola, O. Cazacu, F. Barlat, [2014] Correlation between Swift effects and tension–compression asymmetry in various polycrystalline materials, Journal of the Mechanics and Physics of Solids, 70, 104-115.
Find it at: http://www.sciencedirect.com/science/article/pii/S0022509614001033

12.    O.Cazacu, J.L. Alves, B. Revil-Baudard, C. Pasiliao [2014] Unusual damage characteristics of metallic materials with matrix displaying strength differential effects. Annals of the Univ.of Bucharest (Mathematical Series) 5 (LXIII), 219-244.

13.    B. Revil-Baudard, O. Cazacu [2014] Role of the plastic flow of the matrix on yielding and void evolution of porous solids: Comparison between the theoretical response of porous solids with Tresca and von Mises matrices, Mechanics Research Communications, Volume 56, March 2014, 69-75.

14.    O. Cazacu, N. Chandola, J.L. Alves, B. Revil-Baudard [2014], Importance of the consideration of the specificity of local plastic deformation on the response of porous solids with Tresca matrix, European Journal of Mechanics - A/Solids, 47, 194-205.
Find it at: http://www.researchgate.net/publication/262017057_Importance_of_the_consideration_of_the_specificities_of_local_plastic_deformation_on_the_response_of_porous_solids_with_Tresca_matrix

15.    B. Revil-Baudard, O. Cazacu [2014],  New three-dimensional strain-rate potentials for isotropic porous metals: Role of the plastic flow of the matrix, International Journal of Plasticity, 60, 101-117.
Find it at: http://arxiv.org/ftp/arxiv/papers/1402/1402.3242.pdf

16.    O. Cazacu, B. Revil-Baudard, N. Chandola, J.L. Alves, [2014] New Analytical Criterion for Porous Solids with Tresca Matrix, Procedia Materials Science, 3, 1412-1417.
Find it at: http://www.sciencedirect.com/science/article/pii/S0020768313004459

17.    B. Revil-Baudard, O. Cazacu [2014], On Modeling Plasticity-damage Couplings in Polycrystalline Materials, Procedia Materials Science, 3, 1423-1428.

18.    J.L. Alves, B. Revil-Baudard, O. Cazacu [2014] Importance of the coupling between the sign of the mean stress and the third-invariant on the rate of void growth and collapse in porous solids with von Mises matrix. Modelling and Simulation in Materials Science and Engineering, 22(2), 025005 (18pp).

19.    O. Cazacu, B. Revil-Baudard, N. Chandola, D. Kondo [2014]  New analytical criterion for porous solids with Tresca matrix under axisymmetric loadings, International Journal of Solids and Structures, 51, 861-874.

20.    O. Cazacu, B. Revil-Baudard, F. Barlat [2014] New interpretation of cyclic Swift effects, European Journal of Mechanics - A/Solids, 44, 82-90.

21.    O. Cazacu, B. Revil-Baudard, R.A. Lebensohn, M. Garajeu [2013] On the combined effect of pressure and third invariant on yielding of porous solids with von Mises matrix, Journal of Applied Mechanics, Vol. 80 , 064501(3 pp.).

22.    T. Balan and O. Cazacu [2013] Elastic-plastic ductile damage model based on a strain-rate plastic potential Mechanics Research Communications, 54, 21-26.

23.    B. Revil-Baudard, O. Cazacu, S. Thuiller, E. Maire [2013] Effect of stress triaxiality on porosity evolution in notched bars: Quantitative agreement between a recent dilatational model and X-ray tomography data. Mechanics Research Communications, 50, 77-82.

24.    O. Cazacu, J. B. Stewart, Analytical criterion for porous solids containing cylindrical voids in an incompressible matrix exhibiting tension–compression asymmetry [2013] Philosophical Magazine, 93, 1520-1548.

25.    O. Cazacu, B. Revil-Baudard, and F. Barlat [2013] “New interpretation of monotonic Swift effects: Role of the tension-compression asymmetry”. Mechanics of Materials, 57, 42-52.
Find it at: http://www.sciencedirect.com/science/article/pii/S0167663612001809

26.    J. Yoon, O. Cazacu, R.K. Mishra [2013] “Constitutive modeling of AZ31 sheet alloy with application to axial crushing”. Material Science & Engineering A, 565, pp. 203–212.

27.    B. Revil-Baudard and O.Cazacu [2013]. “On the effect of the matrix tension-compression asymmetry on damage evolution in porous plastic solids”. Eur. J. Mech. A/Solids 37, pp. 35-44.

28.    M. Knezevic, R. A. Lebensohn, O. Cazacu, B. Revil-Baudard, G. Proust, S.Vogel, M.E. Nixon [2013] “Modeling bending of -titanium with embedded polycrystal plasticity in implicit finite elements”. Material Science & Engineering A 535, 12-21. 564, 116–126.

29.    R.A. Lebensohn, and O. Cazacu [2012] “Effect of single-crystal plastic deformation mechanisms on the dilatational plastic response of porous polycrystals”. Int. J. Solids Struct. 49, 3838-3852.

30.    V. Monchiet, C. Gruescu, O. Cazacu, D. Kondo [2012] “A micromechanical approach of crack-induced damage in orthotropic media: application to a brittle matrix composite”. Engineering Fracture Mechanics, 78, 1407-1423.
Find it at: http://www.sciencedirect.com/science/article/pii/S001379441100419X

31.    S. Bouvier, N. Benmhenni, W. Tirry, F. Gregory, M.E. Nixon, O. Cazacu, L. Rabet [2012] “Hardening in relation with microstructure evolution of high-purity alpha-titanium deformed under monotonic and cyclic loading at room temperature”, Material Science & Engineering A 535, 12-21.


32.    S. Saimoto, O. Cazacu, G. Kaschner [2012] Characterization of Work-hardening Evolution in Hexagonal Metals Using Mean Slip Distance Normalized with Inter-obstacle Spacing” Materials Science & Engineering A 543, 129-138.

33.    J.H Yoon, O. Cazacu and J.W. Yoon [2011] “Strain rate potential based elastic/plastic anisotropic model for metals displaying tension-compression asymmetry” Computer Methods in Applied Mechanics and Engineering, 200, 1993-2004.

34.    W. Tirry, M. Nixon, O. Cazacu, F. Coghe and L. Rabet [2011] “ The importance of secondary and ternary twinning in compressed Ti” Scripta Materialia, 64, 840-843.

35.    J-H Yoon, J.B. Stewart, and O. Cazacu [2011]  “Coupled elastic-plastic damage model for a porous aggregate with an incompressible matrix displaying tension-compression asymmetry” Engineering Fracture Mechanics, 78, 1407-1423.

36.    G. Gilles, W. Hammami, V. Libertiaux, O. Cazacu, J.H. Yoon, T. Kuwabara, A.M. Habraken, L. Duchene [2011] “Experimental characterization and elasto-plastic modeling of the quasi-static mechanical response of TA-6V at room temperature” Int. J. Solids and Structures 48, 1277-1289.
Find it at: http://www.sciencedirect.com/science/article/pii/S0020768311000205

37.    J. B. Stewart and O.Cazacu [2011] “Analytical plastic potential for an anisotropic material containing spherical voids and exhibiting tension-compression asymmetry”, Int. J. Solids and Structures, 48, 357-373.
Find it at: http://www.sciencedirect.com/science/article/pii/S002076831000363X

38.    J-H Yoon, O. Cazacu, J.W. Yoon, and R.E. Dick [2010] “Earing predictions for strongly textured aluminum sheets”, Int. J. Mechanical Sciences, 52, 1563-1578.

39.    K. Inal, R K. Mishra and O. Cazacu [2010] “Forming simulation of aluminum sheets using an anisotropic yield function coupled with crystal plasticity theory”, Int. J. Solids and Structures, 47, 2223-2233.

40.    M.E. Nixon, R. A. Lebensohn, O. Cazacu, and C. Liu [2010] “Experiments and finite-element analysis of the anisotropic response of high-purity alpha-titanium in bending”, Acta Materialia, 58, 165-189.

41.    O. Cazacu and I.R. Ionescu [2010] “An Eulerian approach to dynamic plasticity”, Journal of Mechanics and Physics of Solids, 58, 844-859.

42.    O. Cazacu and I.R. Ionescu [2010] “Augmented Lagrangian method for Eulerian modeling of viscoplastic crystals”, Computer Methods in Applied Mechanics and Engineering, 199,  689-699.

43.    M.E. Nixon, O. Cazacu and R. A. Lebensohn [2010] “Anisotropic response of high-purity a-titanium: Experimental characterization and constitutive modeling” Int. J. Plasticity, 26, 510-532.

44.    O. Cazacu, I.R. Ionescu and J.W. Yoon [2010] “Orthotropic strain rate potential for description of tension-compression asymmetry in hexagonal materials” Int. J. Plasticity, 26, 887-904.

45.    O. Cazacu, J.H. Yoon and J.W. Yoon [2010] “New anisotropic strain-rate potential for hexagonal metals” International Journal of Material Forming, 3, Suppl. 1, 227-230.

46.    D. Banabic, F. Barlat, O. Cazacu, T. Kuwabara [2010] “Anisotropy and formability” International Journal of Material Forming, 3, 165-189.

47.    O. Cazacu and J. B. Stewart [2009] “Plastic potentials for porous aggregates with the matrix exhibiting tension-compression asymmetry” Journal of Mechanics and Physics of Solids, 57, 325-341.

48.    M. Schmidt, O. Cazacu, M. Green [2009] “Experimental and theoretical investigation of the high-pressure behavior of cementitious materials” International Journal for Numerical and Analytical Methods in Geomechanics,  33, 1-23.

49.    O. Cazacu, I.R. Ionescu, T. Perrot [2008] Numerical modeling of projectile penetration into compressible rigid viscoplastic media. International Journal for Numerical Methods in Engineering, 74, 1240-1261.

50.    S. Soare, J.W Yoon and O. Cazacu [2008] On the use of homogeneous polynomials to develop anisotropic yield functions with applications to sheet forming” International Journal of Plasticity, 24, pp. 915-944

51.    S. Cleja-Tigoiu, O. Cazacu and V. Tigoiu [2008] Dynamic expansion of a spherical cavity within a rate-dependent compressible porous material, International Journal of Plasticity, 24, 775-803.

52.    B. Plunkett, O. Cazacu, and F. Barlat [2008] “Orthotropic yield criterion for description of anisotropy in tension and compression of sheet metals” International Journal of Plasticity, 24, 847-866.
Find it at: http://www.sciencedirect.com/science/article/pii/S0749641905001257

53.    V. Monchiet, O.Cazacu, E. Charkaluk, and D. Kondo [2008] “Macroscopic yield criteria for plastic anisotropic materials containing spheroidal voids” International Journal of Plasticity, 24, 1158-1189.

54.    F. Barlat, J. W. Yoon and O. Cazacu [2007] “On linear transformations of stress tensors for the description of plastic anisotropy” International Journal of Plasticity,23, 876-896.

55.    O. Cazacu, S. Soare, D. Kondo [2007] “On modeling the interaction between initial and damage-induced anisotropy in transversely isotropic solids” Mathematics and Mechanics of Solids 12, pp. 305-318.

56.    B. Plunkett, O. Cazacu, R.A. Lebensohn and F. Barlat [2007] “Elastic-viscoplastic anisotropic modeling of textured metals and validation using the Taylor cylinder impact test” International Journal of Plasticity, 23, 1001-1021

57.    O. Cazacu and  I.R. Ionescu [2006] “ Compressible viscoplastic fluids” Journal of Mechanics and Physics of Solids, 54, 1640-1668

58.    O. Cazacu, B. Plunkett and F. Barlat [2006] “Orthotropic yield criterion for hexagonal closed packed materials”, International Journal of Plasticity, 22, 1171-1194.
Find it at: http://www.sciencedirect.com/science/article/pii/S0749641905001257

59.    O.Cazacu, I. R. Ionescu and T. Perrot [2006], Steady-state flow of compressible rigid-  viscoplastic media,  International Journal of  Engineering  Sciences, 44, 1082-1097.

60.    B. Plunkett, O. Cazacu, R. Lebensohn and F. Barlat [2006] “Anisotropic yield function of hexagonal materials taking into account texture development and anisotropic hardening” Acta Materialia, 54, 4159-4169.

61.    O. Cazacu and M.J. Schmdt [2006]“Behavior of cementitious materials for high strain-rate conditions”, Journal de Physique IV (France) 134, 1119-1124.

62.    B. Plunkett, O. Cazacu, R. Lebensohn [2006] Strain-rate effects on the texture evolution of low symmetry metals: modeling and validation using the Taylor cylinder impact test”. Journal de Physique IV (France) 134, 81-86.

63.    O. Cazacu, N.D. Cristescu and M .J. Schmidt [2006] “Analysis of the steady-state flow of a compressible viscoplastic medium over a wedge”, International Journal for Numerical and Analytical Methods in Geomechanics. 30, pp. 489-499.

64.    R. W. Armstrong and O. Cazacu [2006] “Indentation fracture mechanics toughness dependence on grain size and crack size: application to alumina and WC-Co”, International Journal of Refractory and Hard Materials” 24, 129-134.

65.    O. Cazacu and F. Barlat [2004] “A criterion for description of anisotropy and yield differential effects in pressure-insensitive metals”, International Journal of Plasticity, 20, pp. 2027-2045.

66.    D. Banabic, O. Cazacu, F. Barlat, D.S. Comsa, and K. Siegert [2003] “Description of anisotropic behaviour of AA3103-0 aluminium alloy using two recent yield criteria”, Journal de Physique, 105, pp. 297-304.

67.    O. Cazacu and F. Barlat [2003] “Application of representation theory to describe yielding of anisotropic aluminum alloys”, International Journal of Engineering Science, 41, 12, pp.1367-1385.
Find it at: http://www.researchgate.net/profile/Oana_Cazacu/publication/229347819_Application_of_the_theory_of_representation_to_describe_yielding_of_anisotropic_aluminum_alloys/links/0046353ac439fe2fd5000000.pdf

68.    D. Banabic, O.Cazacu, F. Barlat, D.S Comsa, S. Wagner, K. Siegert, [2002] “Recent anisotropic yield criteria for sheet metals” Proceedings of the Romanian Academy, 3, pp. 91-98.

69.    O. Cazacu [2002] “A new hyperelastic model for transversely isotropic solids” ZAMP, 53, 901-911.

70.    N. D. Cristescu, O. Cazacu, and C. Cristescu [2002] “A Model for Landslides” Canadian Geotechnical Journal, 39, 924-937.

71.    O. Cazacu, F. Barlat [2002] “A new anisotropic yield criterion for aluminum alloys” Key Engineering Materials, 230-232, 537-540.

72.    O. Cazacu and F. Barlat [2001], “Generalization of Drucker yield criterion to orthotropy”, Mathematics and Mechanics of Solids, 6, (6), 613-630.

73.    O. Cazacu and N. D. Cristescu [2000], “Constitutive model and analysis of creep flow of natural slopes”, Italian Geotechnical Journal, 34, (3), 44-54.

74.    O. Cazacu and N. D. Cristescu [1999] “A paraboloid failure surface for transversely isotropic materials”,  Mechanics of Materials, 31, 381-393.

75.    O. Cazacu [1999] “On the choice of stress-dependent elastic moduli for transversely isotropic solids”, Mechanics Research Communications, 26, No.1, 45-54.

76.    O. Cazacu, N. D. Cristescu, J. F. Shao, and J. P. Henry [1998] “A new anisotropic failure criterion for transversely anisotropic solids”, Mechanics of Cohesive-Frictional Materials, 3, 89-103.

77.    O. Cazacu, J. Jin, and N. D. Cristescu [1997] “A new constitutive model for alumina powder compaction”, Kona, 15, 103-113.


Refereed Conferences Publications:

1.    N. Chandola, O. Cazacu, R.K. Mishra [2015] "Model predicting the unusual deformation of AZ31 Mg for a variety of 3-D loadings" Proceedings of Magnesium Technology Symposium, TMS 2015 Annual Meeting and Exhibition, Orlando, FL, March 15-19, 2015, 5 pp. (accepted).

2.    N. Chandola, O. Cazacu, R.K. Mishra [2015] "New model prediction of the unusual buckling behavior of AZ31 Mg". Proceedings of Magnesium Technology Symposium, TMS 2015 Annual Meeting and Exhibition, Orlando, FL, March 15-19, 2015, 5 pp. (accepted).

3.    J-B Leblond, L. Morin, O. Cazacu [2014] An improved prediction of spherical void growth in plastic porous materials with finite porosities. 20th European Conference on Fracture (ECF20), Trondheim, Norway, July 1-4, 2014, Procedia Material Science, Vol. 3, 1232-1237.

4.    O. Cazacu, Benoit Revil-Baudard, Nitin Chandola, J. Luis Alves [2014] New analytical criterion for porous solids with Tresca matrix. 20th European Conference on Fracture (ECF20), Trondheim, Norway, July 1-4, 2014, Procedia Material Science, Vol. 3, 1412-1417.

5.    Benoit Revil-Baudard, O. Cazacu [2014] On Modeling plasticity-damage couplings in polycrystalline materials. 20th European Conference on Fracture (ECF20), Trondheim, Norway, July 1-4, 2014, Procedia Material Science, Vol.3, 1423-1428.

6.    B. Revil-Baudard, O. Cazacu, Nitin Chandola [2014] Role of the plastic flow of the matrix on yielding and void evolution of porous solids. TMS 2014 Supplemental Proceedings, 573-580, Ed: John Wiley and Sons Inc.

7.    O. Cazacu, B. Revil-Baudard "Plasticity-damage couplings in Titanium". AIP Conference Proceedings, 1567, 328-335 [2013] Proceedings of the 9th Internatinal Conference and Workshop on Numerical Simulation of 3D Sheet Metal Forming Processes, Melbourne, Australia, January 6-10,2014, AIP Conference Proceedings, Vol. 1567, 2013, 328-335.

8.    J.L. Alves, O. Cazacu, B. Revil-Baudard, [2013] "New criterion describing combined effects of lode angle and sign of pressure on yielding and void evolution", In: Proceedings of IDDRG 2013, June 2-5, 2013; Zurich, pp. 169-174; Ed: P. Hora, Ed: Institute of Virtual Manufacturing, ETH Zurich, ISBN 978-3-9060301-34-7.


9.    G. Gilles, A.M. Habraken, O. Cazacu, T. Balan and L. Duchêne [2013] “Experimental and Numerical Study of TA6V Mechanical Behavior under Different Quasi-Static Strain Paths at Room Temperature” in Proc. of NUMIFORM 2013, July 6-10, 2013, Shenyang, China, American Institute of Physics, Ed. Shi-Hong Zhang (3 pp.).

10.    J. H. Yoon, O. Cazacu [2011] “Anisotropic yield function capable of predicting eight ears” in “Proc. of. NUMISHEET 2011, August 21-26, 2011, Seoul, Korea, American Institute of Physics, Ed: Hu et al., (4 pp).

11.    J. H. Yoon, O. Cazacu, J.W. Yoon, and R.E. Dick [2011] “New distortional hardening model capable of predicting eight ears for textured aluminum sheet”, Proceedings of the 14th International Conference on Metal Forming, ESAFORM 2011, April 27-29, 2011, Belfast, United Kingdom, (CD ROM 4 pages).

12.    R. Mishra, R., K. Inal, and O.Cazacu, [2010] “A multi-scale approach to simulate the forming limit diagrams of aluminum alloys”, Proceedings of the 5th International Conference on Multiscale Material Modeling, October 4-8, 2010, Freiburg, Germany, (on CD-ROM, 5 pages).

13.    O. Cazacu and J. Stewart [2009] “New model for describing void growth in isotropic plastic porous aggregates with matrix displaying strength-differential effects. In: Proceedings of COMPLAS X, 10th International Conference on Computational Plasticity: Fundamentals and Applications, Eds. E. Onate and D. Owens, September, 2-4, 2009, Barcelona, Spain ( 4 pages, on CD-ROM).

14.    M.E. Nixon, O. Cazacu, and J. House [2009] “Strain rate effects on the mechanical properties of high-purity a titanium”. In: Proceedings of DYMAT 2009-9th International Conference on the Mechanical and Physical Behaviour of Materials under Dynamic Loading, Vol. 2, pp. 1161-1166, EDP Sciences 2009.

15.    O. Cazacu and I.R. Ionescu [2009] “Dynamic Eulerian modeling of visco-plastic crystals”. In:  Proceedings of DYMAT 2009-9th International Conference on the Mechanical and Physical Behaviour of Materials under Dynamic Loading, Vol. 2, pp. 1485-1490, EDP Sciences 2009.

16.    R. Mishra, K. Inal, and O. Cazacu [2008] “Material design through multi-scale simulations: aluminum sheet forming using an anisotropic yield function coupled with crystal plasticity theory”, In: Proceedings of the 4th International Conference on Multiscale Material Modeling, October 27-31, 2008, Tallahassee, FL, USA, pp. 502-507.

17.    S. Soare, J.W.Yoon, and O Cazacu [2007] “On using homogeneous polynomials to design anisotropic yield functions with tension/compression symmetry/asymmetry” In: American Institute of Physics Conference Proceedings 908, pp. 607-612.

18.    I.R. Ionescu and O. Cazacu [2006] “Constitutive model for description of high strain rate behavior of concrete” In: Proceedings of the 16th European Conference of Fracture, Alexandroupolis, Greece, pp. 1108-1110.

19.    V. Monchiet, O. Cazacu, S. Soare, and D. Kondo [2006] “ Approximate yield criteria for anisotropic porous metals with non-spherical voids” Proceedings of the 9th International Conference on Metal Forming, ESAFORM 2006, April 26-28, 2006, Glasgow, United Kingdom, pp. 171-174.

20.    V. Monchiet, I-C Gruescu, D. Kondo and O. Cazacu [2006] “Fracture of Nano and Engineering Materials and Structures” In: Proceedings of the 16th European Conference of Fracture, Alexandroupolis, Greece, pp. 789-790.


21.    V. Monchiet, O. Cazacu, S. Soare, and D. Kondo [2006] “ Approximate yield criteria for anisotropic porous metals with non-spherical voids” In: Proceedings of the 9th International Conference on Metal Forming, ESAFORM 2006, April 26-28, 2006, Glasgow, United Kingdom, pp. 171-174.

22.    O. Cazacu, B. Plunkett, R. Lebensohn, F. Barlat [2006]“ Evolving yield function for zirconium taking into account texture development and anisotropic hardening” In: Proceedings of the 9th International Conference on Metal Forming, ESAFORM 2006, April 26-28, Glasgow, United Kingdom, pp. 307-310.


23.    O. Cazacu, B. Plunkett, and F. Barlat [2005] “Orthotropic yield criterion for magnesium alloy sheets”, In: Proceedings of ESAFORM 2005, 8th International Conference of the European Scientific Association for Metal Forming, April 27-29, 2005, Cluj, Romania, Banabic D. (Ed), The Publishing House of the Romanian Academy, Bucharest, pp. 379-382

24.    D. Banabic, O. Cazacu, L. Paraianu, P. Jurco [2005] “Recent development in the formability of aluminum alloys” In: AIP Conference Proceedings, Vol. 778-A, pp. 466-471.

25.    F. Barlat and O. Cazacu [2005] “Modelling metal forming plasticity” In: Advanced Technology of Plasticity 2005, Proc. 8th Int. Conf. on Technology of Plasticity (ICTP), Verona, Italy, October 2005, Bariani, P.F. (ed.), Edizioni Progetto, Padova, Italy, pp 417-418 (full paper on CD).

26.    S. Soare, J.W. Yoon, O. Cazacu, and F. Barlat [2005] “Earing predictions using recent yield criterion for aluminum”, In: Proceedings of ESAFORM 2005, 8th International Conference of the European Scientific Association for Metal Forming, April 27-29, 2005, Cluj, Romania, Banabic D. (Ed), The Publishing House of the Romanian Academy, Bucharest, pp. 411-414.

27.    O. Cazacu, B. Plunkett, and F. Barlat [2005] “Orthotropic yield criterion for hcp sheet metals” In: Proceedings of Plasticity 05, The 11th International Symposium on Plasticity, January 3-6, 2005, Kaui, Neat Press, Eds: A. Khan & A. R. Khoei, pp.133-135.

28.    O. Cazacu and S. Soare [2004] “ A new anisotropic damage model for ceramic matrix composites” In: American Society of Mechanical Engineers, Applied Mechanics Division, AMD 255, pp. 31-356 .

29.    O. Cazacu and N.D. Cristescu [2004] “Analysis of steady-state penetration in viscoplastic porous materials” In: American Society of Mechanical Engineers, Applied Mechanics Division, AMD 255, pp. 367-370.

30.    O. Cazacu, F. Barlat, and M. E. Nixon [2004] “New anisotropic constitutive models for hcp sheet forming simulations” In: Proceedings of the 8th International Conference on Numerical Methods in Industrial Forming Processes, NUMIFORM 2004, June, 13-17 2004, Columbus, OH, Eds. Ghosh, S., Castro, J.M., Lee, J.K., pp. 1046-1051 (Invited Paper).

31.    I. R. Ionescu, O. Cazacu and T. Perrot [2004]  “Penetration of a rigid body into a viscoplastic compressible fluid” In: Proceedings of the 4th European Congress on Computational Methods in Applied Sciences and Engineering, P. Neittaanmäki, T. Rossi, K. Majava, and O. Pironneau, Jyväskylä, Eds July 24-28, 2004, Jyvaskyla, Finland, pp. 200-204.

32.    W.S. Strickland, O. Cazacu and C.A. Ross [2004] “Experimental and theoretical investigation of blast response of Flex window”, In: Proceedings of the 31st U.S. Dept of Defense Explosives Safety Seminar, San Antonio, TX, 24-26 August 2004, 4 pages (full paper on Proceedings CD-ROM)

33.    O. Cazacu and C.A. Ross [2003] “Experimental and theoretical investigation of concrete high-strain rate behavior” In: Proceedings of the 2003 Society of Experimental Mechanics Annual Conference and Exposition on Experimental and Applied Mechanics, June 2-4 2003, Charlotte, N.C. (on CD-ROM 4 pages)

34.    F. Barlat, D. Banabic, and O. Cazacu [2002] “Anisotropy in sheet metals” In: Numisheet 2002, The 5th International Conference and Workshop on Numerical Simulation of 3-D Sheet Forming Processes, October 21-25, 2002, Yang, D.Y., Oh, S.I., Huh, H., Kim, Y.H., Eds., KAIST, Korea, Vol. 1, pp. 515-524.

35.    D. Banabic, O. Cazacu, F. Barlat, D.S. Comsa, S. Wagner, K. Siegert [2002] “ Plastic behavior in modeling of AA3103-0 aluminum alloy using some recent anisotropic yield criteria. In Proceedings MATEHN 02: the 3rd International Conference on Materials and Manufacturing Technologies, Cluj-Napoca, Romania, Sept. 2002, pp. 353-358.

36.    F. Barlat, J.W. Yoon, J.C. Brem, O. Cazacu. [2002] “Plane stress yield function for aluminum alloy sheets”. Proceedings Euromech Colloquium 430, Formulations and Constitutive Laws for Very Large Strains, Prague, Czech Republic, Oct. 3-5, 2001. Plešek, J. (Ed.), Institute of Thermomechanics, Prague, pp. 161-166.

37.    D. Banabic, O. Cazacu, F. Barlat, D.S. Comsa, S. Wagner, K. Siegert [2002] “ Plastic behavior in modeling of AA3103-0 aluminum alloy using two recent anisotropic yield criteria. In Cesscotto, S. (Ed.), Non Linear Mechanics of Anisotropic Materials. Proceedings of the 6th European Mechanics of Materials Conference (ECMM6), Liege, Belgium, September 2002, University of Liege, pp. 265-272. 

38.    O. Cazacu, F. Barlat, [2002] “A new representation theory based approach to modeling anisotropic plastic response of aluminum alloys” Plasticity, Damage and Fracture at Macro, Micro and Nano Scales. Proceedings Plasticity’02 Symposium, Aruba, January 3-9, 2002. Khan, A.S., Lopes-Pamies, O., (Eds.), Neat Press, Fulton, MD, pp. 301-303.

39.    F. Barlat, D. Banabic, and O. Cazacu, [2002] “Anisotropy in sheet metals” In: Proceedings Numisheet 2002: the 5th International Conference and Workshop on Numerical Simulations of 3D sheet forming processes, Jeju Island, Korea, October 21-25 2002, Yang, D. Y., Oh, S.I., Huh, H., Kim, Y. H., Eds. KAIST, Korea, Vol. 1, pp. 515-524.

40.    C. Genovese, O. Cazacu, and R. Bucklin “Experimental and theoretical investigation of the behavior of silica under compression” [2002] 4th World Congress on Particle Technology, July 21-25, 2002, Sydney, Australia (on CD-ROM, 4 pages).

41.    M. J. Schmidt, O. Cazacu, C. A. Ross and N. D. Cristescu [2001], “Dynamic Behavior of Mortar: Experimental Data and Modeling” Mechanical and Physical Behaviour of Materials Under Dynamic Loading, in Computer Methods and Advances in Geomechanics, Proceedings of the 10th International Conference on Computer Methods and Advances in Geomechanics, January 7-12, 2001, Tucson, Arizona, Eds. C. S. Desai, T. Kundu, S. Harpalani & J. Kennedy, A. A. Balkema, Rotterdam, pp. 271-276.

42.    Abdel-Hadi, A., N. D. Cristescu, O. Cazacu, and R A Bucklin [2000], “Development of a new technique for measuring volume change of dry particulate systems under very low confining pressures” in Recent Trends in Constitutive Modeling of Advanced Materials, Proceedings of the 2000 ASME Intl Mechanical Engineering Congress and Exposition, November 5-10, 2000, Orlando, Florida, AMD -Vol. 239, Eds. M. K. Kraisheh, T. A. Godfrey, and K. J. Willam, pp. 69-75.

43.    O. Cazacu and N. D. Cristescu [1999] “Invariant formulation of an elastic/viscoplastic constitutive equation for anisotropic rock” in Proceedings of Ninth International Congress on Rock Mechanics, August, 1999, Paris, France, vol. 2., pp. 869-873.

44.    O. Cazacu [1999], “Constitutive Equation for Anisotropic Rock” in Proceedings of the Fourth International Conference on Constitutive Laws for Engineering Materials, July 27-30, 1999, Rensellaer Polytechnic Institute Troy, New York, pp. 351-358 (Invited Paper).

45.    O. Cazacu, N. D. Cristescu, and J. F. Shao [1998], “A new failure criterion for transversely isotropic rocks”, Proceedings of North American Rock Mechanics Symposium, Cancun, Mexico, June 3-5, 1998; Special issue of Int. J. Rock. Mech. Min. Sci., supplement No. 4/5 to Vol. 35, pp. 421. (11 pp. on CDROM).

46.    N. D. Cristescu, O. Cazacu, and J. Jin [1997], “Constitutive equation for compaction of ceramic powders”, in IUTAM Symposium on Mechanics of Granular and Porous Materials, Eds. N. Fleck and A.C. F. Cocks, Kluwer Academic Publ., pp. 117-129.

47.    N. D. Cristescu and O. Cazacu, [1997], “Time-effects on uniaxial compaction of powders”, Plasticity 97, Juneau, Alaska, July 14-18, 1997, Neat Press, Fulton, Maryland, pp. 303-304.

48.    J. Jin, O. Cazacu and N. D. Cristescu, [1997], “Compaction of Ceramic Powders” in proceedings of the Fifth Pan American Congress of Applied Mechanics, January 2-4 1997, University of Puerto-Rico, Mayaguez, Applied Mechanics in the Americas, vol.4: Mechanics and Dynamics of Solids, Eds. L. A. Godoy, M. Rysz and L. E. Suarez, pp.212-215.

49.    J. Jin, O. Cazacu, and N. D. Cristescu [1996], “An elastic/viscoplastic consolidation model for alumina powder”, in Proceedings of the 5th World Congress of Chemical Engineering, July 14-18, 1996, San Diego, California, vol. 5, pp. 573-576.

50.    O. Cazacu, J. F. Shao, J. P. Henry and N. D. Cristescu [1996], “Elastic/viscoplastic constitutive equation for anisotropic shale”, in: North American Rock Mechanics Symposium, Rock Mechanics, Tool and Techniques. Eds. M. Aubertin, F. Hassani, and H. Mitri, Balkema, Rotterdam, pp. 1683-1690.

51.    N. D. Cristescu and O. Cazacu [1995], “Viscoplasticity of anisotropic rocks”, in: Proceedings of Plasticity 95, The 5th International Symposium on Plasticity and Its Current Applications, Osaka, pp. 409-503.

52.    O. Cazacu and N. D. Cristescu [1995] “Failure of an anisotropic compressive shale”, Joint Applied Mechanics and Materials Summer Meeting, ASME. AMD-Vol.205, pp. 1-8.

 

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