Viscoplastic Flow in Solids Produced by Shear Banding. Ryszard B. Pecherski

Чтение книги онлайн.

Читать онлайн книгу Viscoplastic Flow in Solids Produced by Shear Banding - Ryszard B. Pecherski страница 6

Viscoplastic Flow in Solids Produced by Shear Banding - Ryszard B. Pecherski

Скачать книгу

141–142: 1–14.

      6 Dunand, M. and Mohr, D. (2010). Hybrid experimental–numerical analysis of basic ductile fracture experiments for sheet metals. Int. J. Solids Struct. 47: 1130–1143.

      7 Dunand, M. and Mohr, D. (2011). On the predictive capabilities of the shear modified Gurson and the modified Mohr–Coulomb fracture models over a wide range of stress triaxialities and Lode angles. J. Mech. Phys. Solids. 59: 1374–1394.

      8 Gorij, M.B. and Mohr, D. (2017). Micro‐tension and micro‐shear experiments to characterize stress‐state dependent ductile fracture. Acta Mater. 131: 65–76.

      9 Greer, A.L., Cheng, Y.Q., and Ma, E. (2013). Shear bands in metallic glasses. Mater. Sci. Eng., R.74: 71–132.

      10 Gurson, A.L. (1977). Continuum theory of ductile rupture by void nucleation and growth. I. Yield criteria and flow rules for porous ductile media. J. Eng. Mater. Technol. 99: 2–15.

      11 Havner, K.S. (1992). Finite Plastic Deformation of Crystalline Solids. Cambridge University Press.

      12 Nielsen, K.L. and Tvergaard, V. (2010). Ductile shear failure of plug failure of spot welds modeled by modified Gurson model. Eng. Fract. Mech. 77: 1031–1047.

      13 Orava, J., Balachandran, S., Han, X. et al. (2021). In situ correlation between metastable phase‐transformation mechanism and kinetics in a metallic glass. Nat. Commun. 12: 2839. https://doi.org/10.1038/s41467=021‐23028‐9.

      14 Pardoen, T. (2006). Numerical simulation of low stress triaxiality of ductile fracture. Comput. Struct. 84: 1641–1650.

      15 Pęcherski, R.B. (1997). Macroscopic measure of the rate of deformation produced by micro‐shear banding. Arch. Mech. 49: 385–401.

      16 Pęcherski, R.B. (1998). Macroscopic effects of micro‐shear banding in plasticity of metals. Acta Mech. 131: 203–224.

      17 Petryk, H. and Kursa, M. (2013). The energy criterion for deformation banding in ductile single crystals. J. Mech. Phys. Solids. 61: 1854–1875.

      18 Scudino, S., Jerliu, B., Pauly, S. et al. (2011). Ductile bulk metallic glasses produced through designed heterogeneities. Scr. Mater. 65: 815–818.

      19 Shima, S. and Oyane, M. (1976). Plasticity for porous solids. Int. J. Mech. Sci. 18: 285–291.

      20 Shima, S., Oyane, M., and Kono, Y. (1973). Theory of plasticity for porous metals. Bull. JSME. 16: 1254–1262.

      21 Tvergaard, V. and Needleman, A. (1984). Analysis of the cup‐cone fracture in a round tensile bar. Acta Metall. 32: 157–169.

      22 Ziabicki, A., Misztal‐Faraj, B., and Jarecki, L. (2016). Kinetic model of non‐isothermal crystal nucleation with transient and athermal effects. J. Mater. Sci. 51 : 8935–8952.

      1.1 The Objective of the Work

      Source: AGH University of Science and Technology (https://www.agh.edu.pl/en/university/history‐and‐traditions/emblem‐and‐symbols/).

      The book's readers may be graduate and postgraduate students in engineering, particularly material science and mechanical engineering. Researchers working on the physical foundations of inelastic deformation of metallic solids and numerical simulations of manufacturing processes could also benefit from this study. The content of the work is also directed at specialists in the field of rational mechanics of materials. The prerequisite knowledge of material science and continuum mechanics with related mathematical foundations, as vector and tensor algebra and tensor analysis, will appear helpful for the readers. The fundamental background may provide the recent work written by eminent scholars of great experience, Morton E. Gurtin, Eliot Fried, and Lallit Anand (Gurtin et al. 2009). Also, a modern and integrated study across the different observation scales of the foundation of solid mechanics applied to the mathematical description of material behaviour presented in the pivotal work (Asaro and Lubarda 2006) is recommendable for the readers. These works comprehensively cover the subject of rational thermomechanics, being the contemporary approach of classical treatises ‘standing on the shoulders of giants’ (https://en.wikipedia.org/wiki/Standing_on_the_shoulders_of_giants), cf. Chapter 4 for the discussion of a historical thread.

      1.3.1 Motivation Resulting from Industrial Applications

      Korbel and Szyndler (2010) presented an overview of the Polish engineering inventions' contribution to metal‐forming technologies. Three industrial sectors can play an important role: electrical power plants, transportation, and natural environment protection. First of all, one should focus on high‐quality and energy‐saving extrusion and forging processes of the elements made of structural steel, non‐ferrous metals, and light alloys used to produce parts of machines and other equipment manufactured by all industry sectors.

Скачать книгу