Experimental method for the determination of material parameters of plasticity models for toughened adhesives Articles uri icon

publication date

  • July 2016

start page

  • 182

end page

  • 187


  • 68

International Standard Serial Number (ISSN)

  • 0143-7496


  • Toughened adhesives commonly present complex non-linear behaviors affecting the stress/strain distribution that develops in bonded joints under loads and, consequently, influencing their maximum load capacity. Although they can be related to different phenomena, these non-linearities are generally dominated by the plastic yield of the material. For detailed analysis of adhesive joints, these behaviors need to be adequately characterised through proper material models. In this sense, models that take into account the dependency of the yield surface and the plastic potential with the hydrostatic component of the stress tensor have been widely used with certain success in the last years. The definition of such models usually requires the execution of various experimental tests for the determination of the associated material parameters, constituting a significant cost/effort in terms of characterization. In order to minimize the amount of tests required, the present work is focused on the definition of a sequential/multiaxial test that can be carried out using a single sample giving enough information to completely determine the mentioned parameters. More concretely, the experimental procedure proposed involves torsion and tensile tests that are executed consecutively. The design of the test has been carried out using the finite element method as calculation tool and considering the exponent Drucker-Prager model. The verification of the experimental procedure proposed has been carried out for a toughened epoxy adhesive that has been characterized through conventional tensile and torsion tests in previous works. (C) 2016 Elsevier Ltd. All rights reserved.


  • adhesives experimental testing; sequential torsion and tensile tests; toughened adhesives; non-linear behavior; drucker-prager model; finite element method; numerical analysis; lap joints; strength; behavior; validation; simulation; stress