A theoretical model for the dynamics of a simple two‐phase mixture is presented. A classical
averaging approach combined with symmetry arguments is used to derive the mass …

A variational formulation of the coupled thermo-mechanical boundary-value problem for
general dissipative solids is presented. The coupled thermo-mechanical boundary-value …

Geoscientists are confronted with the challenge of assessing nonlinear phenomena that
result from multiphysics coupling across multiple scales from the quantum level to the scale …

A new approach for measuring the fraction of plastic work that is converted into heat (also
known as the Inelastic Heat Fraction, IHF or the Taylor–Quinney coefficient) during the …

An improved calibration method for infrared radiometers is developed that has been shown
to increase the accuracy of temperature measurement. To validate this new calibration …

We present an experimental validation of the variational theory of thermo-mechanical
coupling of Yang et al.(2006) in the case of finite thermo-visco-plasticity. The variational …

The two-phase theory for compaction and damage proposed by (2001a, J. Geophys. Res.,
106, 8887–8906) employs a nonequilibrium relation between interfacial surface energy …

We present a thermodynamic scheme to capture the variability of the Taylor–Quinney
coefficient in austenitic steels showing strain induced martensitic transformation at high …

An initially austenitic polycrystalline Ti–50.8 at.% Ni thin-walled tube with small grain sizes
has been deformed under tension in air at ambient temperature and moderate nominal axial …

The present paper deals with a procedure to measure the very small quantities of heat
generated during the very first cycles of mechanical loading on metallic specimens. A …