Mechanics of Time-Dependent Materials

Papers
(The H4-Index of Mechanics of Time-Dependent Materials is 16. The table below lists those papers that are above that threshold based on CrossRef citation counts [max. 250 papers]. The publications cover those that have been published in the past four years, i.e., from 2022-01-01 to 2026-01-01.)
ArticleCitations
Modeling of a homogeneous isotropic half space in the context of multi-phase lag coupled thermoelasticity44
Study on the effect of creep of surrounding rock on the basement uplift of high-speed railway tunnel in diatomite stratum31
The virtual fields method for identifying viscoelastic properties based on stress-sensitivity virtual fields29
Dynamic mechanical response and functional mechanisms in rabbit pulmonary tissue27
A nonlinear visco-elasto-plastic creep model for sandstone considering creep initiation conditions and experimental verification25
Creep characteristics and fractional rheological model of granite under temperature and disturbance load coupling23
Experimental study on shear mechanical properties and shear stress oscillation characteristics of regular tooth-shaped concrete joints23
Large-amplitude oscillatory shear to investigate the nonlinear rheology of polymer glasses – PMMA23
An accelerated creep model for the rock downstream of a Xianglushan tunnel23
The influence of an internal variable heat source on the perfect contact of three thermoelastic layers characterized by hereditary features22
Influence of crystallinity change on creep properties due to thermal history for polypropylene21
Advanced thermal performance of blood-integrated tri-hybrid nanofluid: an artificial neural network-based modeling and simulation20
Experimental research and fractional calculus constitutive model for a rock mass with nonpersistent joints20
Characterization of the shear-creep behavior of rocks and modeling with viscoelastic–plastic rheological models20
Energy evolution and fractional-order damage constitutive model of rock creep20
Heat and mass transfer dynamics in an electrically conducting viscoelastic fluid subjected to buoyancy effects and reactive solute transport within a tapered oblique geometry under peristaltic activit18
Effects of applied strain, magnetic field, and temperature on the compressive stress relaxation behavior of magneto-sensitive elastomers16
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