Extends the FrBD rolling contact model to linear viscoelasticity via Generalized Maxwell and Kelvin-Voigt bristle models, producing a system of 2(n+1) hyperbolic PDEs with proven well-posedness and passivity for linear cases.
Enhanced brush model for the mechanics of power transmission in flat belt drives under steady-state conditions: effect of belt elasticity
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physics.app-ph 2years
2026 2verdicts
UNVERDICTED 2roles
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A two-dimensional dynamic friction model for rolling contact is obtained by generalizing the FrBD framework, combining a rheological bristle representation with an analytical sliding law, and using the Implicit Function Theorem to eliminate sliding velocity.
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Two-dimensional FrBD friction models for rolling contact: extension to linear viscoelasticity
Extends the FrBD rolling contact model to linear viscoelasticity via Generalized Maxwell and Kelvin-Voigt bristle models, producing a system of 2(n+1) hyperbolic PDEs with proven well-posedness and passivity for linear cases.
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Two-dimensional FrBD friction models for rolling contact
A two-dimensional dynamic friction model for rolling contact is obtained by generalizing the FrBD framework, combining a rheological bristle representation with an analytical sliding law, and using the Implicit Function Theorem to eliminate sliding velocity.