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Various models of viscoelastic behavior assume linearity, so they must be applied to biological materials with caution.
Several models of viscoelastic behaviour of the PDL, based on approaches by Maxwell, Voigt and, Kelvin-Voigt, were proposed (Fill et al. 2012).
Memory terms in diffusion have been studied as well, arising in models of viscoelastic forces in non-Newtonian fluids [16, 17] and resulting from a modified Fourier law applied to anisotropic, nonhomogeneous media [18].
This model is conceptually similar to models of viscoelastic thixotropic materials, the most influential being the one proposed by Acierno and colleagues in 1976 [26].
To understand this, we further examine the temporal dependence of the postseismic gravity data and compare it with models of viscoelastic relaxation and afterslip.
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This work presents a multi-scale model of viscoelastic constrained layer damping treatments for vibrating plates/beams.
In the present work an assessment of a time-domain formulation for numerical modelling of viscoelastic materials is made.
This contribution deals with the modeling of viscoelastic and shrinkage effects accompanying the curing of polymers at multiple length scales.
The theoretical foundations related to the modelling of viscoelastic systems and stochastic finite element models are first reviewed, followed by a description of the parameterisation technique.
This paper deals with the modelling of viscoelastic respiratory fluids in the mucus layer of the human trachea with a view toward the design of improved inhaled medication.
The Euler Bernoulli model is used for the transverse vibrations of beams, and the spring dashpot represents a simplified model of viscoelastic material.
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