222
A. V. Basalin et al.
Nicholas, T. (1981). Tensile testing of materials at high rates of strain. Experimental Materials,
21(5), 177–185.
Noble, J. P., Goldthorpe, B. D., Church, P., & Harding, J. (1997). The use of the Hopkinson bar
to validate constitutive relations at high rates of strain. Journal of the Mechanics and Physics of
Solids, 47, 1187–1206.
Noble, J. P., & Harding, J. (1994). Temperature-measurement in the tensile Hopkinson bar test.
Measurement Science & Technology, 5(9), 1163–1171.
Placidi, L., & Andreaus, U., & Giorgio I. (2017). Identification of two-dimensional pantographic
structure via a linear D4 orthotropic second gradient elastic model. Journal of Engineering
Mathematics.
Placidi, L., Barchiesi, E., Turco, E., Rizzi, N. L. (2016). A review on 2D models for the description
of pantographic fabrics. Zeitschrift für angewandte Mathematik und Physik, 67.
Rahali, Y., Giorgio, I., Ganghoffer, J.-F., & dell’Isola, F. (2015). Homogenization à la Piola produces
second gradient continuum models for linear pantographic lattices. International Journal of
Engineering Science, 97.
Sasso, M., Newaz, G., & Amodio, D. (2008). Material characterization at high strain rate by
Hopkinson bar tests and finite element optimization. Materials Science and Engineering A, 487,
289–300.
Sciarra, G., dell’Isola, F., & Coussy, O. (2007). Second gradient poromechanics. International
Journal of Solids and Structures, 44(20).
Smerd, R., Winkler, S., Salisbury, C., Worswick, M., Lloyd, D., & Finn, M. (2005). High strain rate
tensile testing of automotive aluminum alloy sheet. International Journal of Impact Engineering,
32(1–4), 541–560.
Taniguchi, N., Nishiwaki, T., & Kawada, H. (2007). Tensile strength of unidirectional CFRP
laminate under high strain rate. Advanced Composite Materials, 16(2), 167–180.
Turco, E., Dell’Iola, F., Cazzani, A., & Rizzi, N. L. (2016). Hencky-type discrete model for pantographic structures: numerical comparison with second gradient continuum models. Zeitschrift für
angewandte Mathematik und Physik.
Yokoyama, T. (2003). Impact tensile stressestrain characteristics of wrought magnesium alloys.
Strain, 39(4), 167–175.
Young, K. (2015). Development of a tensile split Hopkinson pressure bar testing facility. PhD,
University of Windsor, Ontario, Canada.
Volkov, I. A., Igumnov, L. A., Litvinchuk, SYu., & Vorobcov, I. V. (2018). Modeling dynamic deformation and failure of thin-walled structures under explosive loading. EPJ Web of Conferences,
183, 03016. https://doi.org/10.1051/epjconf/201818303016
Zhang, K. S., & Li, Z. H. (1994). Numerical analysis of the stress-strain curve and fracture initiation
for ductile material. Engineering Fracture Mechanics, 49, 235–241.
Zhang, Z. L., Hauge, M., Odegard, J., & Thaulow, C. (1999). Determining material true stress–strain
curve from tensile specimens with rectangular cross section. International Journal of Solids and
Structures, 36, 2386–2405.
A. V. Basalin et al.
Nicholas, T. (1981). Tensile testing of materials at high rates of strain. Experimental Materials,
21(5), 177–185.
Noble, J. P., Goldthorpe, B. D., Church, P., & Harding, J. (1997). The use of the Hopkinson bar
to validate constitutive relations at high rates of strain. Journal of the Mechanics and Physics of
Solids, 47, 1187–1206.
Noble, J. P., & Harding, J. (1994). Temperature-measurement in the tensile Hopkinson bar test.
Measurement Science & Technology, 5(9), 1163–1171.
Placidi, L., & Andreaus, U., & Giorgio I. (2017). Identification of two-dimensional pantographic
structure via a linear D4 orthotropic second gradient elastic model. Journal of Engineering
Mathematics.
Placidi, L., Barchiesi, E., Turco, E., Rizzi, N. L. (2016). A review on 2D models for the description
of pantographic fabrics. Zeitschrift für angewandte Mathematik und Physik, 67.
Rahali, Y., Giorgio, I., Ganghoffer, J.-F., & dell’Isola, F. (2015). Homogenization à la Piola produces
second gradient continuum models for linear pantographic lattices. International Journal of
Engineering Science, 97.
Sasso, M., Newaz, G., & Amodio, D. (2008). Material characterization at high strain rate by
Hopkinson bar tests and finite element optimization. Materials Science and Engineering A, 487,
289–300.
Sciarra, G., dell’Isola, F., & Coussy, O. (2007). Second gradient poromechanics. International
Journal of Solids and Structures, 44(20).
Smerd, R., Winkler, S., Salisbury, C., Worswick, M., Lloyd, D., & Finn, M. (2005). High strain rate
tensile testing of automotive aluminum alloy sheet. International Journal of Impact Engineering,
32(1–4), 541–560.
Taniguchi, N., Nishiwaki, T., & Kawada, H. (2007). Tensile strength of unidirectional CFRP
laminate under high strain rate. Advanced Composite Materials, 16(2), 167–180.
Turco, E., Dell’Iola, F., Cazzani, A., & Rizzi, N. L. (2016). Hencky-type discrete model for pantographic structures: numerical comparison with second gradient continuum models. Zeitschrift für
angewandte Mathematik und Physik.
Yokoyama, T. (2003). Impact tensile stressestrain characteristics of wrought magnesium alloys.
Strain, 39(4), 167–175.
Young, K. (2015). Development of a tensile split Hopkinson pressure bar testing facility. PhD,
University of Windsor, Ontario, Canada.
Volkov, I. A., Igumnov, L. A., Litvinchuk, SYu., & Vorobcov, I. V. (2018). Modeling dynamic deformation and failure of thin-walled structures under explosive loading. EPJ Web of Conferences,
183, 03016. https://doi.org/10.1051/epjconf/201818303016
Zhang, K. S., & Li, Z. H. (1994). Numerical analysis of the stress-strain curve and fracture initiation
for ductile material. Engineering Fracture Mechanics, 49, 235–241.
Zhang, Z. L., Hauge, M., Odegard, J., & Thaulow, C. (1999). Determining material true stress–strain
curve from tensile specimens with rectangular cross section. International Journal of Solids and
Structures, 36, 2386–2405.