Implicit numerical schemes for generalized heat conduction equations

Á Rieth, R Kovács, T Fülöp - International Journal of Heat and Mass …, 2018 - Elsevier
There are various situations where the classical Fourier's law for heat conduction is not
applicable, such as heat conduction in heterogeneous materials (Both et al., 2016; Ván et …

On the Mindlin microelasticity in one dimension

A Berezovski - Mechanics Research Communications, 2016 - Elsevier
Mindlin's microelasticity theory is reduced to the one-dimensional setting to examine its
prediction of the response of microstructured materials on a pulse loading. The one …

On the stability of a microstructure model

M Berezovski, A Berezovski - Computational materials science, 2012 - Elsevier
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One-Dimensional Microelasticity

A Berezovski, P Ván, A Berezovski, P Ván - Internal Variables in …, 2017 - Springer
It is demonstrated on the example of one-dimensional elastic pulse propagation that
predictions of the Mindlin micromorphic theory may be inefficient if the size of inhomogeneity …