On exact analytical solutions of equations of Maxwell incompressible viscoelastic medium

Unsteady two-dimensional flows of incompressible viscoelastic Maxwell medium with upper, low and corotational convective derivatives in the rheological constitutive law are considered. A class of partially invariant solutions is analyzed. Using transition to Lagrangian coordinates, an exact solution...

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Veröffentlicht in:	International journal of non-linear mechanics 2018-10, Vol.105, p.152-157
Hauptverfasser:	Meleshko, S.V., Moshkin, N.P., Pukhnachev, V.V.
Format:	Artikel
Sprache:	eng
Schlagworte:	Computational fluid dynamics Dependence Fluid flow Fluids Incompressible flow Invariant solution Johnson–Segalman convected derivative Lagrange multiplier Lagrangian coordinates Lie group Lie groups Nonlinear systems Rheological properties Stagnation point Stagnation point flow Thermodynamics Two dimensional flow UCM Unsteady flow Viscoelastic fluid Viscoelasticity
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