Publications

Found 497 results
[ Author(Desc)] Title Type Year
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McNutt, Patrick F., Morgan R. Jones, Pulkit Garg, and Irene J. Beyerlein. "Room temperature dislocation loop dynamics in body-centered cubic refractory multi-principal element alloys." Computational Materials Science 244 (2024): 113280.
J.R. Mianroodi, A. Hunter, I.J. Beyerlein, and B. Svendsen. "Theoretical and computational comparison of models for dislocation dissociation, stacking fault and core formation, in fcc systems." Journal of the Mechanics and Physics of Solids 95 (2016): 719-741.
V.M. Miller, T.D. Berman, I.J. Beyerlein, J.W. Jones, and T.M. Pollock. "Prediction of the plastic anisotropy of magnesium alloys with synthetic textures and implications for the effect of texture on formability." Materials Science and Engineering A 675 (2016): 345-360.
Misra, Amit, Mathias Göken, Nathan A. Mara, and Irene J. Beyerlein. "Hierarchical and heterogeneous multiphase metallic nanomaterials and laminates." MRS Bulletin 46 (2021): 236-243.
M.A. Monclús, S.J. Zheng, J.R. Mayeur, I.J. Beyerlein, N.A. Mara, T. Polcar, J. Llorca, and J.M. Molina-Aldareguía. "Optimum high temperature strength of two-dimensional nanocomposites." Applied Physics Letters Materials 1 (2013): 052103.
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Nascimento, Anderson, Sharan Roongta, Martin Diehl, and Irene J. Beyerlein. "A machine learning model to predict yield surfaces from crystal plasticity simulations." International Journal of Plasticity 161 (2023): 103507.
Nascimento, Anderson, Akhilesh Pedgaonkar, Curt A. Bronkhorst, and Irene J. Beyerlein. "Microplasticity in polycrystalline materials from thermal cycling." Computational Mechanics (2024).
Nascimento, Anderson, and Irene J. Beyerlein. "Development of geometrically necessary dislocation density and micromechanical fields in solid state thermal cycle." Journal of Materials Research and Technology 36 (2025): 2229-2242.
A.A. Nazarov, N.A. Enikeev, A.E. Romanov, T.S. Orlova, I.V. Alexandrov, I.J. Beyerlein, and R.Z. Valiev. "Analysis of substructure evolution during simple shear of polycrystals by means of a combined viscoplastic self-consistent and disclination modeling approach." Acta Materialia 54 (2006): 985-995.
S.R. Niezgoda, A.K. Kanjarla, I.J. Beyerlein, and C.N. Tomé. "Stochastic modeling of twin nucleation in polycrystals: an application in hexagonal close-packed metals." International Journal of Plasticity 56 (2014): 119-138.
S.R. Niezgoda, I.J. Beyerlein, A. Kanjarla, and C.N. Tomé. "Introducing grain boundary influenced stochastic effects into constitutive models." JOM 65 (2013): 419-430.
T. Nizolek, N.A. Mara, I.J. Beyerlein, J.T. Avallone, and T.M. Pollock. "Enhanced plasticity via kinking in cubic metallic nanolaminates." Advanced Engineering Materials 17 (2015): 781-785.
T. Nizolek, I.J. Beyerlein, N.A. Mara, J.T. Avallone, and T.M. Pollock. "Tensile behavior and flow stress anisotropy of accumulative roll bonded Cu-Nb nanolaminates." Applied Physics Letters 108 (2016): 051903.
T. Nizolek, N.A. Mara, I.J. Beyerlein, J.T. Avallone, J.E. Scott, and T.M. Pollock. "Processing and deformation behavior of bulk Cu–Nb nanolaminates." Metallography, Microstructure, and Analysis 3 (2014): 470-476.
Nizolek, T.J., M.R. Begley, R.J. McCabe, J.T. Avallone, N.A. Mara, I.J. Beyerlein, and T.M. Pollock. "Strain fields induced by kink band propagation in Cu-Nb nanolaminate composites." Acta Materialia 133 (2017): 303-315.
Nugmanov, Dayan, Marko Knezevic, Milovan Zecevic, Oleg Sitdikov, Michael Markushev, and Irene J. Beyerlein. "Origin of plastic anisotropy in (ultra)-fine-grained Mg–Zn–Zr alloy processed by isothermal multi-step forging and rolling: Experiments and modeling." Materials Science and Engineering: A 713 (2018): 81-93.
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Pathak, Siddhartha, Nenad Velisavljevic, Kevin J. Baldwin, Manish Jain, Shijian Zheng, Nathan A. Mara, and Irene J. Beyerlein. "Strong, Ductile, and Thermally Stable bcc-Mg Nanolaminates." Scientific Reports 7 (2017): 8264.
Peng, Xiaoyao, Abigail Hunter, Irene J. Beyerlein, Ricardo A. Lebensohn, Kaushik Dayal, and Enrique Martinez. "Non-orthogonal computational grids for studying dislocation motion in phase field approaches." Computational Materials Science 200 (2021): 110834.
Peng, Xiaoyao, Nithin Mathew, Irene J. Beyerlein, Kaushik Dayal, and Abigail Hunter. "A 3D phase field dislocation dynamics model for body-centered cubic crystals." Computational Materials Science 171 (2020): 109217.
Peng, Xiaoyao, Nithin Mathew, Irene J. Beyerlein, Enrique Martinez, and Abigail Hunter. "A combined kinetic Monte Carlo and phase field approach to model thermally activated dislocation motion." Computational Materials Science 230 (2023): 112490.
S.L. Phoenix, and I.J. Beyerlein. "Statistical strength theory for fibrous composite materials." In Comprehensive Composites, 559-639. Vol. 1. Elsevier: Amsterdam, 2000.
S.L. Phoenix, and I.J. Beyerlein. "Distributions and size scalings for strength in a one-dimensional random lattice with load redistribution to nearest and next-nearest neighbors." Physical Review E 62 (2000): 1622-1645.
P.K. Porwal, I.J. Beyerlein, and S.L. Phoenix. "Statistical strength of twisted fiber bundles with load sharing controlled by frictional length scales." Journal of Mechanics of Materials and Structures 2 (2007): 773-791.
P.K. Porwal, I.J. Beyerlein, and S.L. Phoenix. "Statistical strength of a twisted fiber bundle: an extension of Daniels equal-load-sharing parallel bundle theory." Journal of Mechanics of Materials and Structures 1 (2006): 1425-1447.
G. Proust, G.C. Kaschner, I.J. Beyerlein, B. Clausen, D.W. Brown, R.J. McCabe, and C.N. Tomé. "Detwinning of high-purity zirconium: In-situ neutron diffraction experiments." Experimental Mechanics 50 (2010): 125-133.

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