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The generalized Maxwell-slip model: a novel model for friction Simulation and compensation
IEEE Transactions on Automatic Control, 2005A novel, multistate friction model is presented, which is obtained from the Maxwell-slip model by replacing the usual Coulomb law at slip by a rate-state law. The form of the latter state equations is arrived at by comparison with a recently developed generic friction model as well as limiting behavior cases.
F Al-Bender, V Lampaert, J Swevers
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A certain generalization of the Voigt and Maxwell models
Polymer Mechanics, 1969The authors propose a generalization of the Voigt and Maxwell models that allows the description of strong nonlinearity. Combined loading parameters are introduced and a method for their experimental determination is outlined. The conditions under which it is possible to employ the generalized method of elastic solutions are noted.
A. A. Il'yushin, P. M. Ogibalov
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An equivalence between generalized Maxwell model and fractional Zener model
Mechanics of Materials, 2016Abstract Both classic rheological models and fractional derivative models have been widely adopted to model the viscoelastic behaviors of materials. In this work, we present a detailed comparison of the performance of the generalized Maxwell model and fractional Zener model.
Rui Xiao, Hongguang Sun, Wen Chen
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Numerical Comparison of the Generalized Maxwell and Cercignani–Lampis Models
Computational Mathematics and Mathematical Physics, 2020zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Derivation of generalized Maxwell velocity slip model
AIP Conference Proceedings, 2014Based on the conservation of momentum and energy fluxes in the Knudsen layer, a generalized Maxwell velocity slip boundary model is derived in detail using the velocity distribution function from the Grad thirteen moment approximation. The study shows that the generalized Maxwell velocity slip boundary model has the same form as the slip model given by
Qin Yang +3 more
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On the Nonlinear Generalized Maxwell Fluid Model
Journal of Applied Mechanics, 2003An equation describing a nonlinear generalized Maxwell fluid model is presented. Model behavior, for constant rate elongations, is investigated. A comparison of the results in this study with those in the literature has been given. The conclusion of Corr et al. that the model has two solutions is questionable.
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