A model for electrokinetic flow with deformable interfaces

Engineering

• Electrostatics 100%
• Induced Charge 100%
• Dimensionless Ratio 100%
• Two-Phase Flow 50%
• Electric Field 50%
• Flow Regime 50%
• Asymptotic Expansion 50%
• Computer Simulation 50%
• Numerical Implementation 50%
• Control Parameter 50%
• Electrostatic Potential 50%
• Multiscale Model 50%
• Reynolds' Number 50%
• Fluid Viscosity 50%
• Diffusivity 50%
• Layer Structure 50%
• Small Deformation 50%
• System Parameter 50%
• Fluid Velocity 50%
• Hybrid Model 50%
• Applied Voltage 50%
• Starting Point 50%
• Layer Interface 50%
• Ion Concentration 50%
• Viscous Stress 50%
• Interface Shape 50%
• Dimensionless Group 50%
• Nernst-Planck Equation 50%
• Relative Thickness 50%
• Binary Electrolyte 50%

Keyphrases

• Electrokinetic Flow 100%
• Deformable Interfaces 100%
• Debye Layer 100%
• Surface Charge 33%
• Electrolyte 33%
• Induced Charge 33%
• Dimensionless Ratios 33%
• Numerical Simulation 16%
• Ion Concentration 16%
• Numerical Implementation 16%
• Material Properties 16%
• Capillary 16%
• Boundary Integral Equation 16%
• Motivation 16%
• Control Parameters 16%
• Two-phase Flow 16%
• Interface Dynamics 16%
• Ionic Fluids 16%
• Electrostatic Stress 16%
• Electric Permittivity 16%
• Electrokinetic Effect 16%
• Deformable 16%
• Structure Shape 16%
• Layered Structure 16%
• Fluid Drop 16%
• Reynolds number 16%
• Stokes Flow 16%
• Flow Regime 16%
• Small Deformation 16%
• Fluid Viscosity 16%
• System Parameters 16%
• Fluid Velocity 16%
• Electrostatic Potential 16%
• Matched Asymptotic Expansions 16%
• DC Electric Field 16%
• Layer Interface 16%
• Electrostatic Field 16%
• Applied Voltage 16%
• Deformation Analysis 16%
• Viscous Stress 16%
• Interface Shape 16%
• Dimensionless Groups 16%
• Interface Fluid 16%
• Zero Thickness 16%
• Velocity Scaling 16%
• Fluid Field 16%
• Ion Diffusivity 16%
• Thermal Voltage 16%
• Poisson-Nernst-Planck Equations 16%
• Binary Electrolyte 16%