Marko Knezevic, Assistant Professor

Marko Knezevic, Assistant Professor

in
Office: 
Kingsbury W119
Phone: 
603-862-5179

Credentials

Ph. D., Materials Science and Engineering, Drexel University, 2009
BS/MS Mechanical Engineering, University of Novi Sad, 2004

Prof. Knezevic joined the faculty of the Mechanical Engineering Department in spring semester 2013. Prior to joining the department, he worked at Scientific Forming Technologies Corporation in Columbus, OH from 2009 to 2011 as a principal research scientist for development of the commercial finite-element software DEFORM used for analysis of manufacturing processes. After industrial experience, he was with the Materials Science and Technology Division at Los Alamos National Laboratory in Los Alamos, NM from 2011 to 2013 as the LANL Seaborg Institute Postdoctoral Fellow.

Prof. Knezevic’s research is focused on understanding of materials behavior under complex loading using a combination of computational methods and experiments, development of constitutive material models, design and manufacturing at component levels, materials design at microstructural length scales, as well as the development of high-performance computational applications integrating multi-scale material models for predicting materials behavior.

Prof. Knezevic teaches ME 643 - Machine Design, ME 922 – Continuum Mechanics, and ME 995 - Computational Mechanics of Materials.

 

For more information please see Professor Knezevic's CV.

Research Areas

  • Physics-Based Multi-Scale Constitutive Models, Crystal Plasticity
  • Computational Mechanics, Finite Elements Analysis
  • Computational Methods for Microstructure-Property-Processing Linkages
  • Design and Manufacturing Processes
  • Mechanical Testing, Thermo-Mechanical Processing
  • Scanning Electron Microscopy, Orientation Imaging Microscopy

Publications

Journal Publications

2015

  • M. Zecevic and M. Knezevic, “A dislocation density based elasto-plastic self-consistent model for the prediction of cyclic deformation: Application to AA6022-T4,” International Journal of Plasticity, (in press).
  • M. Jahedi, M. Ardeljan, I.J. Beyerlein, M. H. Paydar, and M. Knezevic, “Enhancement of orientation gradients during simple shear deformation by application of simple compression,” Journal of Applied Physics, (in press).
  • M. Knezevic and N.W. Landry, “Procedures for reducing large datasets of crystal orientations using generalized spherical harmonics,” Mechanics of Materials, 88 (2015) 73-86.
  • M. Zecevic, M. Knezevic, I. J. Beyerlein, and C. N. Tomé, “An elasto-plastic self-consistent model with hardening based on dislocation density, twinning and de-twinning: Application to strain path changes in HCP metals,” Materials Science and Engineering: A, 638 (2015) 262-274.
  • M. Zecevic, R. J. McCabe, and M. Knezevic, “Spectral database solutions to elasto-viscoplasticity within finite elements: Application to a cobalt-based FCC superalloy,” International Journal of Plasticity, 70 (2015) 151-165.
  • J. S. Carpenter, T. Nizolek, R. J. McCabe, M. Knezevic, S. J. Zheng, B. P. Eftink, J. E. Scott, S. C. Vogel, T. Pollock, N. A. Mara, and I. J. Beyerlein, “Bulk texture evolution of nanolamellar Zr-Nb composites processed via accumulative roll bonding,” Acta Materialia, 92 (2015) 97-108.
  • M. Jahedi, M. H. Paydar, and M. Knezevic, “Enhanced microstructural homogeneity in metal-matrix composites developed under high-pressure-double-torsion,” Materials Characterization, 104 (2015) 92-100.
  • M. Knezevic, M. Zecevic, I. J. Beyerlein, J. F. Bingert, and R. J. McCabe, “Strain rate and temperature effects on the selection of primary and secondary slip and twinning systems in HCP Zr,” Acta Materialia, 88 (2015) 55-73.
  • M. Lentz, M. Klaus, M. Wagner, C. Fahrenson, I. J. Beyerlein, M. Zecevic, W. Reimers, and M. Knezevic, “Effect of age hardening on the deformation behavior of an Mg-Y-Nd alloy: In-situ X-ray diffraction and crystal plasticity modeling,” Materials Science and Engineering A, 628 (2015) 396-409.
  • M. Jahedi, M. Knezevic, and M. H. Paydar, “High-pressure double torsion as a severe plastic deformation process: experimental procedure and finite element modeling,” Journal of Materials Engineering and Performance, 24 (2015) 1471-1482.  
  • M. Lentz, M. Klaus, I. J. Beyerlein, M. Zecevic, W. Reimers, and M. Knezevic, “In situ X-ray diffraction and crystal plasticity modeling of the deformation behavior of extruded Mg-Li-(Al) alloys: An uncommon tension-compression asymmetry,” Acta Materialia, 86 (2015) 254-268.
  • M. Zecevic, R. J. McCabe, and M. Knezevic, “A new implementation of the spectral crystal plasticity framework in implicit finite elements,” Mechanics of Materials, 84 (2015) 114-126.

 

2014

  • A. Bhattacharyya, M. Knezevic, and M. Abouaf, “Characterization of crystallographic texture and intra-grain morphology in cross-rolled tantalum,” Metallurgical and Materials Transactions A, 46 (2014) 1085-1096.
  • M. Knezevic, M. Jahedi, Y. P. Korkolis, and I. J. Beyerlein, “Material-based design of the extrusion of bimetallic tubes,” Computational Materials Science, 95 (2014) 63-73.
  • M. Knezevic, I. J. Beyerlein, M. L. Lovato, C. N. Tomé, A. W. Richards, R. J. McCabe, “A strain-rate and temperature dependent constitutive model for BCC metals incorporating non-Schmid effects: Application to tantalum–tungsten alloys,” International Journal of Plasticity, 62 (2014) 93-104.
  • M. Jahedi, M. Hossein Paydar, S. Zheng, I. J. Beyerlein, and M. Knezevic, “Texture evolution and enhanced grain refinement under high-pressure-double-torsion,” Materials Science and Engineering: A, 611 (2014) 29-36.
  • M. Knezevic, B. Drach, M. Ardeljan, and I. J. Beyerlein, “Three dimensional predictions of grain scale plasticity and grain boundaries using crystal plasticity finite element models,” Computer Methods in Applied Mechanics and Engineering, 277 (2014) 239-259.
  • M. Knezevic, T. Nizolek, M. Ardeljan, I. J. Beyerlein, N. A. Mara, and T. M. Pollock, “Texture evolution in two-phase Zr/Nb lamellar composites during accumulative roll bonding,” International Journal of Plasticity, 57 (2014) 16-28.
  • M. Ardeljan, I. J. Beyerlein, and M. Knezevic, “A dislocation density based crystal plasticity finite element model: Application to a two-phase polycrystalline HCP/BCC composites,” Journal of the Mechanics and Physics of Solids, 66 (2014) 16-31.
  • B. Mihaila, M. Knezevic, and A. Cardenas, “Three orders of magnitude improved efficiency with high-performance spectral crystal plasticity on GPU platforms,” International Journal for Numerical Methods in Engineering, 97 (2014) 785–798.
  • M. Knezevic, J. S. Carpenter, M. L. Lovato, and R. J. McCabe, “Deformation behavior of the cobalt-based superalloy Haynes 25: Experimental characterization and crystal plasticity modeling,” Acta Materialia, 63 (2014) 162-168.
  • M. Knezevic and D. J. Savage, “A high-performance computational framework for fast crystal plasticity simulations,” Computational Materials Science, 83 (2014) 101-106.

 

2013

  • M. Knezevic, R. J. McCabe, R. A. Lebensohn, C. N. Tomé, C. Liu, M. L. Lovato, and B. Mihaila, “Integration of self-consistent polycrystal plasticity with hardening law based on dislocation densities in finite-elements: application to low-symmetry metals,” Journal of the Mechanics and Physics of Solids, 61 (2013) 2034–2046.
  • M. Knezevic, I. J. Beyerlein, T. Nizolek, N. A. Mara, and T. M. Pollock, “Anomalous basal slip activity in zirconium under high-strain deformation,” Materials Research Letters, 1 (2013) 133–140.
  • M. Knezevic, I. J. Beyerlein, D. W. Brown, T. A. Sisneros, and C. N. Tomé, “A polycrystal plasticity model for predicting mechanical response and texture evolution during strain-path changes: application to beryllium,” International Journal of Plasticity, 49 (2013) 185-198.
  • M. Knezevic, R. J. McCabe, C. N. Tomé, R. A. Lebensohn, S. R. Chen, C.M. Cady, G. T. Gray III, and B. Mihaila, “Modeling mechanical response and texture evolution of α-uranium as a function of strain rate and temperature using polycrystal plasticity,” International Journal of Plasticity, 43 (2013) 70-84.

 

2012 and earlier

  • M. Knezevic, R.A. Lebensohn, O. Cazacu, B. Revil-Baudard, G. Proust, S. Vogel, and M.E Nixon, “Modeling bending of α-titanium with embedded polycrystal plasticity in implicit finite elements,” Materials Science and Engineering A, 564 (2013) 116-126.
  • M. Knezevic, L. Capolungo, C. N. Tomé, R. A. Lebensohn, D. J. Alexander, B. Mihaila and    R. J. McCabe, “Anisotropic stress-strain response and microstructure evolution of textured α-uranium,” Acta Materialia, 60 (2012) 702-715.
  • M. Knezevic, A. Levinson, R. Harris, R. K. Mishra, R. D. Doherty, and S. R. Kalidindi, “Deformation twinning in AZ31: Influence on strain hardening and texture evolution,” Acta Materialia, 58 (2010) 6230-6242.
  • H. F. Al-Harbi, M. Knezevic, and S. R. Kalidindi, “Spectral approaches for the fast computation of yield surfaces and first-order plastic property closures for polycrystalline materials with cubic-triclinic textures,” Computers, Materials & Continua, 15 (2010) 153-172.
  • J. Shaffer, M. Knezevic, and S. R. Kalidindi, “Building texture evolution networks for deformation processing of polycrystalline FCC metals using spectral approaches: Applications to process design for targeted performance,” International Journal of Plasticity, 26 (2010) 1183-1194.
  • S. R. Kalidindi, M. Knezevic, S. Niezgoda, and J. Shaffer, “Representation of orientation distribution function and computation of first-order elastic bounds using fast Fourier transforms,” Acta Materialia, 57 (2009) 3916-3923.
  • B. S. Fromm, B. L. Adams, S. Ahmadi, and M. Knezevic, “Grain size and orientation distributions: Application to yielding of α-titanium,” Acta Materialia, 57 (2009) 2339-2348.
  • M. Knezevic, S. R. Kalidindi, and H. F. Al-Harbi, “Crystal plasticity simulations using discrete Fourier transforms,” Acta Materialia, 57 (2009) 1777-1784.
  • M. Knezevic, S. R. Kalidindi, and D. T. Fullwood, “Computationally efficient database and spectral interpolation for fully plastic Taylor-type crystal plasticity calculations of face-centered cubic polycrystals,” International Journal of Plasticity, 24 (2008) 1264-1276.
  • M. Knezevic, S. R. Kalidindi, and R. K. Mishra, “Delineation of first-order closures for plastic properties requiring explicit consideration of strain hardening and crystallographic texture evolution,” International Journal of Plasticity, 24 (2008) 327-342. 
  • T. Fast, M. Knezevic, and S. R. Kalidindi, “Application of microstructure sensitive design to structural components produced from hexagonal polycrystalline metals,” Computational Materials Science, 43 (2008) 374-383.
  • H. K. Duvvuru, M. Knezevic, R. K. Mishra, and S. R. Kalidindi, “Application of microstructure sensitive design to FCC polycrystals,” Materials Science Forum, 546 (2007) 675-680.
  • M. Knezevic and S. R. Kalidindi, “Fast computation of first-order elastic-plastic closures for polycrystalline cubic-orthorhombic microstructures,” Computational Materials Science, 39 (2007) 643-648.
  • X. Wu, G. Proust, M. Knezevic, and S. R. Kalidindi, “Elastic–plastic property closures for hexagonal close-packed polycrystalline metals using first-order bounding theories,” Acta Materialia, 55 (2007) 2729-2737.
  • S. R. Kalidindi, H. K. Duvvuru, and M. Knezevic, “Spectral calibration of crystal plasticity models,” Acta Materialia, 54 (2006) 1795-1804.

 

Peer-reviewed conference papers

  • M. Knezevic, D. J. Savage, and N. W. Landry, “Towards computationally tractable simulations of metal forming processes with evolving microstructures,” ASME 2014 International Manufacturing Science and Engineering Conference, MSEC 2014 Collocated with the JSME 2014 International Conference on Materials and Processing and the 42nd North American Manufacturing Research Conference, 2 (2014) pp. V002T02A070.
  • M. Ardeljan, M. Knezevic, T Nizolek, I. J. Beyerlein, S. Zheng, J. S. Carpenter, R. J. McCabe, N. A. Mara, and T. M. Pollock, “A multi-scale model for texture development in Zr/Nb layered composites processed by accumulative roll bonding,” IOP Conference Series: Materials Science and Engineering, 63 (2014) pp. 012170.
  • M. Knezevic, B.K Chun, J.Y. Oh, W.T. Wu, R.A III Ress, M. Glavicic, and S. Srivasta, “Modeling machining distortion using the finite element method: Application to engine disk,” Transactions of the North American Manufacturing Research Institute of SME, 40 (2012) pp. 40- 47.
  • M. Knezevic, R. J. McCabe, R. A. Lebensohn, C. N. Tomé, and B. Mihaila, “Finite element implementation of a self-consistent polycrystal plasticity model: application to α-uranium,” TMS Annual Meeting, 2 (2012) pp. 789-796. 
  • M. Knezevic, H. K. Duvvuru, D. T. Fullwood, and S. R. Kalidindi, “Invertible microstructure-property-processing linkages using spectral methods,” TMS Annual Meeting (2007) pp. 81-88.
  • C. D. Landon, B. L. Adams, J. Parker, D. Huang, and M. Knezevic, “Microstructure sensitive design of a two-phase rotating steel disc,” Materials Science & Technology Conference and Exhibition (2006) pp. 3031-3042.

 

Book chapters

  • C. S. Hartley, P. R. Dawson, D. E. Boyce, S. R. Kalidindi, M. Knezevic, C. N. Tomé, R. A. Lebensohn, S. L. Semiatin, T. J. Turner, and A. A. Salem, “A Comparison of Deformation Textures and Mechanical Properties Predicted by Different Crystal Plasticity Codes,” Materials Processing and Texture, John Wiley & Sons, Inc., ISBN: 9780470444191, ISBN-13: 9780470408346 (2008) 701-712.
  • B. S. Fromm, B. L. Adams, S. Ahmadi, and M. Knezevic, “Grain size and orientation distribution function of high purity α-titanium,” Materials Processing and Texture, John Wiley & Sons, Inc., ISBN: 9780470444191, ISBN-13: 9780470408346 (2008) 509-519.