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Colloid Particle Adsorption in the Slot Impinging Jet Cell
Adamczyk1, Szyk, Warszyński
1Institute of Catalysis and Surface Chemistry, Polish Academy of Sciences, Niezapominajek 1, Kraków, 30-239, Poland
Journal of Colloid and Interface Science
|January 14, 1999
Summary
This study details flow distribution in the slot impinging jet (SIJ) cell, finding uniform particle accessibility at short distances. Deviations at larger distances are explained by particle scattering effects.
Area of Science:
- Fluid dynamics
- Mass transfer
- Surface science
Background:
- Understanding flow distribution is crucial for optimizing mass transfer processes.
- The slot impinging jet (SIJ) cell is a relevant model for studying fluid behavior near surfaces.
- Previous models often simplify the complex flow dynamics in such cells.
Purpose of the Study:
- To describe flow distribution in the SIJ cell.
- To derive and solve a mass transfer equation for predicting adsorption rates.
- To experimentally validate theoretical predictions and investigate deposition uniformity.
Main Methods:
- Numerical solutions of Navier-Stokes equations for flow field analysis.
- Derivation and numerical solution of the mass transfer equation.
- Experimental verification using polystyrene latex particles.
- Brownian dynamics simulations to account for scattering effects.
Main Results:
- Flow in the SIJ cell resembles flow near a cylinder for Re < 30.
- Plane-parallel stagnation flow approximation is valid for x/d < 0.25.
- Good agreement between predicted and measured initial flux for various conditions (Re, ionic strength).
- Uniform particle accessibility observed for x/d < 0.5.
- Hydrodynamic scattering explains deviations at larger distances and higher coverages.
Conclusions:
- The SIJ cell offers uniform particle accessibility at short distances (x/d < 0.5).
- Theoretical models accurately predict initial adsorption rates under various conditions.
- Hydrodynamic scattering is a significant factor influencing deposition rates at higher coverages and Re.
- Brownian dynamics simulations effectively model scattering phenomena.