Continuous dependence and convergence for a Kelvin–Voigt fluid of order one
Brian Straughan
Abstract
Abstract It is shown that the solution to the boundary - initial value problem for a Kelvin–Voigt fluid of order one depends continuously upon the Kelvin–Voigt parameters, the viscosity, and the viscoelastic coefficients. Convergence of a solution is also shown.
Topics & Concepts
ViscoelasticityKelvin–Voigt materialViscosityConvergence (economics)Boundary value problemMathematical analysisMechanicsOrder (exchange)PhysicsMathematicsClassical mechanicsThermodynamicsFinanceEconomic growthEconomicsRheology and Fluid Dynamics StudiesThermoelastic and Magnetoelastic PhenomenaAdvanced Mathematical Modeling in Engineering