13 High Strain Rate Tension Experiments Features …
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Giorgio, I. (2016). Numerical identification procedure between a micro-Cauchy model and a macrosecond gradient model for planar pantographic structures. Zeitschrift für angewandte Mathematik
und Physik.
Gromada, M., Mishuris, G., & Öchsner A. (2011).Correction formulae for the stress distribution in
round tensile specimens at neck presence. In SpringerBriefs in applied sciences and technology
computational mechanics (pp. 1–89). https://doi.org/10.1007/978-3-642-22134-7.
Guzman, O., Frew, D. J., & Chen, W. (2011). A Kolsky tension bar technique using a hollow incident
tube. Measurement Science & Technology, 22(4).
Harding, J., et al. (1992). Mechanical behaviour of composite materials under impact loading. In
M. A. Meyers (Ed.), Shock-wave and high strain rate phenomena in materials (p. 21). New York:
Dekker.
Hasenpouth, D. (2010). Tensile high strain rate behavior of AZ31B magnesium alloy sheet. Master’s
Thesis: University of Waterloo.
Hauser, F. E. (1966). Techniques for measuring stress-strain relations at high strain rates.
Experimental Mechanics, 6(8), 395–402.
Huang, S., Chen, R., & Xia, K. W. (2010). Quantification of dynamic tensile parameters of rocks
using a modified Kolsky tension bar apparatus . Journal of Rock Mechanics and Geotechnical
Engineering, 2(2), 162–168.
Huh, H., Kang, W. J., & Han, S. S. (2002). A tension split Hopkinson bar for investigating the
dynamic behavior of sheet metals. Experimental Mechanics, 42(1), 8–17.
Jiang, B., & Zhang, R. (2006). Tensile properties in the through-thickness direction for a carbon
fiber woven reinforced composite at impact loading rate. Journal de Physique IVFrance, 134,
1071–1075.
Kajberg, J., & Wikman, B. (2007). Viscoplastic parameter estimation by high strain-rate experiments and inverse modelling—speckle measurements and high-speed photography. International
Journal of Solids and Structures, 44, 145–164.
Kolsky, H. (1949). An investigation of the mechanical properties of materials at very high rates of
loading. Proceedings of the Physical Society. Section B, 62, 676–700.
La Rosa, G., Mirone, G., & Risitano, A. (2003). Post-necking elastoplastic characterization: Degree
of approximation in the Bridgman method and properties of the flow-stress/true-stress ratio.
Metallurgical and Materials Transactions A, 34A(3), 615–624.
Lindholm, U. S., & Yeakley, L. M. (1968). High strain-rate testing: Tension and compression.
Experimental Mechanics, 8(1), 1–9.
Ling, Y. (1996). Uniaxial true stress–strain after necking. AMP Journal of Technology, 5, 37–48.
Malinin, N. N., & Rzysko, J. (1981). Mechanics of materials. Warsaw: PWN. ((in Polish)).
Markov, I. P. (2018). Characterizing pantographic sheets by means of computational experiments.
Problems of Strength and Plasticity, 80(3).
Mirone, G. (2013). The dynamic effect of necking in Hopkinson bar tension tests. Mechanics of
Materials, 58, 84–96.
Mirone, G. (2004). A new model for the elastoplastic characterization and the stress–strain determination on the necking section of a tensile specimen. International Journal of Solids and Structures,
41, 3545–3564.
Mirone, G. (2007). Role of stress triaxiality in elastoplastic characterization and ductile failure
prediction. Engineering Fracture Mechanics, 74(8), 1203–1221.
Mirone, G., & Corallo, D. (2010). A local viewpoint for evaluating the influence of stress triaxiality
and Lode angle on ductile failure and hardening. International Journal of Plasticity, 26, 348–371.
Mirone, G., Corallo, D., & Barbagallo, R. (2016). Interaction of strain rate and necking on the
stress-strain response of uniaxial tension tests by Hopkinson bar. Procedia Structural Integrity,
2, 974–985.
Nguyen, K., Kim, H. C., Shin, H., Yoo, Y. H., & Kim, J.-B. (2017). Numerical investigation into
the stress wave transmitting characteristics of threads in the split Hopkinson tensile bar test.
International Journal of Impact Engineering, 109, 253–263.
221
Giorgio, I. (2016). Numerical identification procedure between a micro-Cauchy model and a macrosecond gradient model for planar pantographic structures. Zeitschrift für angewandte Mathematik
und Physik.
Gromada, M., Mishuris, G., & Öchsner A. (2011).Correction formulae for the stress distribution in
round tensile specimens at neck presence. In SpringerBriefs in applied sciences and technology
computational mechanics (pp. 1–89). https://doi.org/10.1007/978-3-642-22134-7.
Guzman, O., Frew, D. J., & Chen, W. (2011). A Kolsky tension bar technique using a hollow incident
tube. Measurement Science & Technology, 22(4).
Harding, J., et al. (1992). Mechanical behaviour of composite materials under impact loading. In
M. A. Meyers (Ed.), Shock-wave and high strain rate phenomena in materials (p. 21). New York:
Dekker.
Hasenpouth, D. (2010). Tensile high strain rate behavior of AZ31B magnesium alloy sheet. Master’s
Thesis: University of Waterloo.
Hauser, F. E. (1966). Techniques for measuring stress-strain relations at high strain rates.
Experimental Mechanics, 6(8), 395–402.
Huang, S., Chen, R., & Xia, K. W. (2010). Quantification of dynamic tensile parameters of rocks
using a modified Kolsky tension bar apparatus . Journal of Rock Mechanics and Geotechnical
Engineering, 2(2), 162–168.
Huh, H., Kang, W. J., & Han, S. S. (2002). A tension split Hopkinson bar for investigating the
dynamic behavior of sheet metals. Experimental Mechanics, 42(1), 8–17.
Jiang, B., & Zhang, R. (2006). Tensile properties in the through-thickness direction for a carbon
fiber woven reinforced composite at impact loading rate. Journal de Physique IVFrance, 134,
1071–1075.
Kajberg, J., & Wikman, B. (2007). Viscoplastic parameter estimation by high strain-rate experiments and inverse modelling—speckle measurements and high-speed photography. International
Journal of Solids and Structures, 44, 145–164.
Kolsky, H. (1949). An investigation of the mechanical properties of materials at very high rates of
loading. Proceedings of the Physical Society. Section B, 62, 676–700.
La Rosa, G., Mirone, G., & Risitano, A. (2003). Post-necking elastoplastic characterization: Degree
of approximation in the Bridgman method and properties of the flow-stress/true-stress ratio.
Metallurgical and Materials Transactions A, 34A(3), 615–624.
Lindholm, U. S., & Yeakley, L. M. (1968). High strain-rate testing: Tension and compression.
Experimental Mechanics, 8(1), 1–9.
Ling, Y. (1996). Uniaxial true stress–strain after necking. AMP Journal of Technology, 5, 37–48.
Malinin, N. N., & Rzysko, J. (1981). Mechanics of materials. Warsaw: PWN. ((in Polish)).
Markov, I. P. (2018). Characterizing pantographic sheets by means of computational experiments.
Problems of Strength and Plasticity, 80(3).
Mirone, G. (2013). The dynamic effect of necking in Hopkinson bar tension tests. Mechanics of
Materials, 58, 84–96.
Mirone, G. (2004). A new model for the elastoplastic characterization and the stress–strain determination on the necking section of a tensile specimen. International Journal of Solids and Structures,
41, 3545–3564.
Mirone, G. (2007). Role of stress triaxiality in elastoplastic characterization and ductile failure
prediction. Engineering Fracture Mechanics, 74(8), 1203–1221.
Mirone, G., & Corallo, D. (2010). A local viewpoint for evaluating the influence of stress triaxiality
and Lode angle on ductile failure and hardening. International Journal of Plasticity, 26, 348–371.
Mirone, G., Corallo, D., & Barbagallo, R. (2016). Interaction of strain rate and necking on the
stress-strain response of uniaxial tension tests by Hopkinson bar. Procedia Structural Integrity,
2, 974–985.
Nguyen, K., Kim, H. C., Shin, H., Yoo, Y. H., & Kim, J.-B. (2017). Numerical investigation into
the stress wave transmitting characteristics of threads in the split Hopkinson tensile bar test.
International Journal of Impact Engineering, 109, 253–263.