Pages that link to "Item:Q354347"
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The following pages link to Existence and stability of solutions for a strongly coupled system modelling thin fluid films (Q354347):
Displaying 15 items.
- A thin film approximation of the Muskat problem with gravity and capillary forces (Q482850) (← links)
- Modeling and analysis of a two-phase thin film model with insoluble surfactant (Q900624) (← links)
- Existence of weak solutions for particle-laden flow with surface tension (Q1659692) (← links)
- On the thin film Muskat and the thin film Stokes equations (Q2003520) (← links)
- Existence and regularity of source-type self-similar solutions for stable thin-film equations (Q2171953) (← links)
- Studying the topological structure of steady-state travelling solutions for the model of film flow of a viscous fluid entrained by a gas flow (Q2178421) (← links)
- Large time behavior of a two phase extension of the porous medium equation (Q2327763) (← links)
- Stability and regularity of weak solutions for a generalized thin film equation (Q2382684) (← links)
- Non-negative global weak solutions for a degenerated parabolic system approximating the two-phase Stokes problem (Q2441665) (← links)
- Self-Similarity in a Thin Film Muskat Problem (Q4975431) (← links)
- Well‐posedness and stability for a mixed order system arising in thin film equations with surfactant (Q5112402) (← links)
- Stability Theory for Difference Approximations of Euler--Korteweg Equations and Application to Thin Film Flows (Q5245388) (← links)
- Higher-Order Exponential Integrators for Quasi-Linear Parabolic Problems. Part I: Stability (Q5253571) (← links)
- Periodic Steady-state Solutions of a Liquid Film Model via a Classical Method (Q5373959) (← links)
- Existence result for degenerate cross-diffusion system with application to seawater intrusion (Q5376683) (← links)
