##plugins.themes.bootstrap3.article.main##

In this work, a one-dimensional simplified model was developed to predict stress, strain, and strain-rate in high strain rates Hopkinson pressure bar experiments, namely, between 500-5000/s. To this goal, a one-dimensional model for Hokinson bar tests was developed based on analyses of wave propagation in bars and assuming the specimen is under equilibrium during the test. The numerical tool implemented using Matlab and validated regarding experimental data. This new model will be very helpful in designing the specimens for split Hopkinson bar tests and also in the interpretation of the experimental raw data.

Downloads

Download data is not yet available.

References

  1. Gama, Bazle A., Sergey L. Lopatnikov, and John W. Gillespie Jr. "Hopkinson bar experimental technique: a critical review." Appl. Mech. Rev. 57, no. 4 (2004): 223-250.
     Google Scholar
  2. Chou, S. C., K. D. Robertson, and J. H. Rainey. "The effect of strain rate and heat developed during deformation on the stress-strain curve of plastics." Experimental mechanics 13.10 (1973): 422-432.‏
     Google Scholar
  3. Mason, J. J., A. J. Rosakis, and G. Ravichandran. "On the strain and strain rate dependence of the fraction of plastic work converted to heat: an experimental study using high speed infrared detectors and the Kolsky bar." Mechanics of Materials17.2-3 (1994): 135-145.‏
     Google Scholar
  4. Noble, J. P., and J. Harding. "Temperature measurement in the tensile Hopkinson bar test." Measurement Science and Technology 5.9 (1994): 1163.‏
     Google Scholar
  5. Kapoor, Rajeev, and Sia Nemat-Nasser. "Determination of temperature rise during high strain rate deformation." Mechanics of materials 27.1 (1998): 1-12.‏
     Google Scholar
  6. Gang, Chen, et al. "Numerical Simulation on the specimen dynamic plastic deformation behaviour in the torsional split Hopkinson bar test." EPJ Web of Conferences. Vol. 183. EDP Sciences, 2018.‏
     Google Scholar
  7. Kariem, Muhammad Agus, John H. Beynon, and Dong Ruan. "Numerical simulation of double specimens in split Hopkinson pressure bar testing." Materials Science Forum. Vol. 654. Trans Tech Publications Ltd, 2010.‏
     Google Scholar
  8. Prabowo, Dini A., Muhammad A. Kariem, and Leonardo Gunawan. "The effect of specimen dimension on the results of the Split-Hopkinson tension bar testing." Procedia engineering173 (2017): 608-614.‏
     Google Scholar
  9. Mirone, G., R. Barbagallo, and F. Giudice. "Locking of the strain rate effect in Hopkinson bar testing of a mild steel." International Journal of Impact Engineering 130 (2019): 97-112.‏
     Google Scholar
  10. Ameri, A. A. H., et al. "An effective pulse-shaping technique for testing stainless steel alloys in a split-Hopkinson pressure bar." Journal of Dynamic Behavior of Materials 5.1 (2019): 39-50.‏
     Google Scholar
  11. Chen, Weinong W., and Bo Song. Split Hopkinson (Kolsky) bar: design, testing and applications. Springer Science & Business Media, 2010.‏
     Google Scholar