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Colloidal Dynamics - leaders in colloid measurement. 2. Zeta Potential of Concentrated Colloids. . . Colloidal Dynamics ZetaProbe. ZetaProbe Features
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1. Colloidal Dynamics - leaders in colloid measurement 1 The Colloidal Dynamics ZetaProbe
2. Colloidal Dynamics - leaders in colloid measurement 2 Zeta Potential of Concentrated Colloids
3. Colloidal Dynamics - leaders in colloid measurement 3 Colloids-background information Colloids are suspensions of particles in fluids.
The particles are typically less than one micron in diameter.
Examples include paints, inks, paper coatings, milk, blood, plus many pharmaceutical and food products
4. Colloidal Dynamics - leaders in colloid measurement 4 Particle charge Colloidal particles are electrically charged
The charge can be controlled by various means, including pH adjustment
Each particle is surrounded by a diffuse cloud of ions of opposite charge
5. Colloidal Dynamics - leaders in colloid measurement 5 The double layer Diffuse cloud + surface charge= double layer
6. Colloidal Dynamics - leaders in colloid measurement 6 The Zeta Potential
7. Colloidal Dynamics - leaders in colloid measurement 7 Thickness of the diffuse layer Diffuse layer thickness ?- -1 given by
8. Colloidal Dynamics - leaders in colloid measurement 8 The importance of ? potential Zeta potential affects
rheology
filtration/ dewatering
shelf life
colloid stability
and zeta is a measure of the surface chemistry (eg the type of coating on the particle)
9. Colloidal Dynamics - leaders in colloid measurement 9 Inter-particle force depends on ?
10. Colloidal Dynamics - leaders in colloid measurement 10 The importance of ? - contd
11. Colloidal Dynamics - leaders in colloid measurement 11 Zeta Potential (contd)
12. Colloidal Dynamics - leaders in colloid measurement 12 Zeta potential- contd Particles form elastic networks
13. Colloidal Dynamics - leaders in colloid measurement 13 Zeta potential- contd The porosity and strength of floc affects filtration and dewatering
14. Colloidal Dynamics - leaders in colloid measurement 14 Controlling zeta potential Zeta depends on pH and electrolyte concentration, surfactant, polyelectrolyte...
15. Colloidal Dynamics - leaders in colloid measurement 15 The Trouble with Dilution Most devices for measuring size and zeta only work on very dilute colloids
So most samples require a lot of dilution
Dilution is time consuming, and you can easily alter the zeta potential by the dilution.
16. Colloidal Dynamics - leaders in colloid measurement 16 The problem with dilution Example: Alumina sample diluted with DI water
17. Colloidal Dynamics - leaders in colloid measurement 17 Why did dilution alter zeta? Because both pH and ionic strength changed.
18. Colloidal Dynamics - leaders in colloid measurement 18 Trouble with dilution- contd The very dilute samples are easily contaminated by surface active materials
19. Colloidal Dynamics - leaders in colloid measurement 19 Measuring without dilution Colloidal Dynamics has developed and patented at technique known as Electroacoustics for measuringZeta Potential in concentrated colloids
20. Colloidal Dynamics - leaders in colloid measurement 20 Electroacoustic Measurement Technique
21. Colloidal Dynamics - leaders in colloid measurement 21 Measuring ESA in the ZetaProbe Probe sits in bottom-stirred cell
22. Colloidal Dynamics - leaders in colloid measurement 22 Dynamic mobility
23. Colloidal Dynamics - leaders in colloid measurement 23 Getting dynamic mobility from ESA
24. Colloidal Dynamics - leaders in colloid measurement 24 Why is ESA linked to zeta?
25. Colloidal Dynamics - leaders in colloid measurement 25 Why is ESA linked to size?
26. Colloidal Dynamics - leaders in colloid measurement 26 Typical mobility spectra
27. Colloidal Dynamics - leaders in colloid measurement 27 Getting size and ? from mobility Where ?th is theoretical mobility, a known function of size and ?
p(a) is particle size distribution function.
We adjust p(a) and ? to get best fit of mobility spectrum
28. Colloidal Dynamics - leaders in colloid measurement 28 Mobility Spectra of several silica slurries
29. Colloidal Dynamics - leaders in colloid measurement 29 ZetaProbe Advantage #3 particle size With the ZetaProbe you dont need to enter particle size
In most colloids Dynamic Mobility given by
30. Colloidal Dynamics - leaders in colloid measurement 30 Colloidal Dynamics Measurements In
Concentrated Systems
31. Colloidal Dynamics - leaders in colloid measurement 31 Spectra for dilute and concentrated silica
32. Colloidal Dynamics - leaders in colloid measurement 32 Experimental procedures To test the measurements, need to make up samples in which zeta and size stay constant as concentration is varied.
This involves diluting concentrated, thin double-layer systems and keeping the background electrolyte the same.
33. Colloidal Dynamics - leaders in colloid measurement 33 Supporting evidence- a careful dilution Alumina study by Johnson, Russell & Scales
34. Colloidal Dynamics - leaders in colloid measurement 34 Supporting evidence -contd Alumina study by Johnson, Russell & Scales- contd
35. Colloidal Dynamics - leaders in colloid measurement 35 Rheology depends on zeta This slide presents rheological measurements made on the same slurries presented in slides 3& 4. Measurements of the shear yield stress of the slurry were made at each pH and volume fraction. The shear yield stress is the max shear stress that can be sustained in the slurry without setting the suspension into motion. At the iep the attractive forces between the particles in the floc reach maximum, and so the shear yield stress peaks at this point. The shear yield stress also increases with particle concentration which decreases the average particle separation distance.
As the zeta is increased, the electrostatic repulsion should increase (for small zeta) like zeta^2. This slide presents rheological measurements made on the same slurries presented in slides 3& 4. Measurements of the shear yield stress of the slurry were made at each pH and volume fraction. The shear yield stress is the max shear stress that can be sustained in the slurry without setting the suspension into motion. At the iep the attractive forces between the particles in the floc reach maximum, and so the shear yield stress peaks at this point. The shear yield stress also increases with particle concentration which decreases the average particle separation distance.
As the zeta is increased, the electrostatic repulsion should increase (for small zeta) like zeta^2.
36. Colloidal Dynamics - leaders in colloid measurement 36 Rheology vs zeta- contd In this slide, the yield stress data for the alumina slurries presented in the previous slide is plotted in a different way. Here we show a plot of the normalised shear yield stress vs zeta^2, where zeta is obtained from the AZR measurements shown earlier in slide 4. The normalized shear yield stress is the shear yield stress divided by the maximum yield stress (tymax).
Scales and colleagues show that
t/tmax= 1-B*zeta^2,
where t is the yield stress and tmax is the value at the iep. They derive a formula for B in terms of the Hamaker constant and the closest approach of the particles.
The fact that the lines all collapse (to within expt error) onto the one line is a verification that the zeta we measure in a concentrated suspension is indeed the real zeta. This curve is a graphic demonstration that zeta determines suspension rheology for electrostatically stabilized slurries. DLVO theory predicts that the inter-particle electrostatic force is proportional to the square of the zeta potential. In this slide, the yield stress data for the alumina slurries presented in the previous slide is plotted in a different way. Here we show a plot of the normalised shear yield stress vs zeta^2, where zeta is obtained from the AZR measurements shown earlier in slide 4. The normalized shear yield stress is the shear yield stress divided by the maximum yield stress (tymax).
Scales and colleagues show that
t/tmax= 1-B*zeta^2,
where t is the yield stress and tmax is the value at the iep. They derive a formula for B in terms of the Hamaker constant and the closest approach of the particles.
The fact that the lines all collapse (to within expt error) onto the one line is a verification that the zeta we measure in a concentrated suspension is indeed the real zeta. This curve is a graphic demonstration that zeta determines suspension rheology for electrostatically stabilized slurries. DLVO theory predicts that the inter-particle electrostatic force is proportional to the square of the zeta potential.
37. Colloidal Dynamics - leaders in colloid measurement 37 Concentrated emulsion example Zeta potential vs concentration
Emulsion diluted with true supernatant
38. Colloidal Dynamics - leaders in colloid measurement 38 ZetaProbe Advantage: automated titrations Fast and accurate titration measurement
39. Colloidal Dynamics - leaders in colloid measurement 39 ZetaProbe advantage: Accurate IEP Example of auto background correct:
Measurements on 1 and 2 wt% Titania- no background correction
40. Colloidal Dynamics - leaders in colloid measurement 40 ZetaProbe Advantage: accurate IEPcont. With auto background correct
41. Colloidal Dynamics - leaders in colloid measurement 41 Optimizing Dispersant Dose
42. Colloidal Dynamics - leaders in colloid measurement 42 Optimizng additive dosages Addition of Darvan C polyelectrolyte to Alumina as function of pH
Zeta depends on pH and polyelectrolyte concentration
When zeta depends on more than one parameter- manual titration would be very time consuming
With the ZetaProbe, complete surface characterization can be completely rapidly
43. Colloidal Dynamics - leaders in colloid measurement 43 Monitoring non-ionic polymer adsorption Nonionic polymer on silica
Zeta drops because hydrodynamic slipping plane moves further from particle surface
44. Colloidal Dynamics - leaders in colloid measurement 44 Studying particle coatings iep changes with alumina coating; hence, iep can be used to monitor surface coating
45. Colloidal Dynamics - leaders in colloid measurement 45 Summary The ZetaProbe is a fast and powerful tool for zeta potential measurements and surface chemistry characterization
The ability to measure directly in concentrated samples ensures accurate zeta potential values
Automated titrations provide enormous productivity advantage over traditional optical methods that require dilution