Forces across thin liquid film

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Transcription:

Forces across thin liquid film Effect of surface charge and hydrophobicity on wetting film stability Marta Krasowska, Daniel Fornasiero, John Ralston

Bubble-particle interactions 1. Collision rce o f e v si repul thin film 2. Attachment attrac tive force 3. Detachment Ecoll = Ec Ea Ed attachment efficiency three phase line

When a particle approach a bubble close enough two kinds of interactions may occur: 1) Collision (impact) bubble surface is strongly deformed and the particle is repelled unless attachment takes place during the first collision CONTACT TIME (tcont) 2) Sliding bubble surface is weakly deformed Successful attachment involves three steps: INDUCTION TIME (tind) 1) Thinning of the intervening film between the bubble and the particle to the critical thickness - tf 2) Rupture of the liquid film and formation nuclei of the TPC - tr 3) Expansion of the TPC to form a stable aggregate - ttpc For attachment to occur tcont tind

Attachment only when the thin liquid film between bubble and particle is not stable (i.e. attractive forces are dominant) and ruptures. FTOT = Fel + FvdW + Fst + FH + Factors affecting attachment: electrolyte concentration affects Fel ph of the solution bubble size affects deformation particle size affects film drainage particle hydrophobicity affects particle shape and surface roughness nanobubbles presence DLVO forces non-dlvo forces

Methods 1. AFM model system restrained bubble restrained particle 2. Single bubble flotation diagnostic technique free bubble free particles

AFM 100 µm F = Kcd

Linear compliance region - to convert deflection (V) into deflection (nm) 1.4 1.2 Slope of the curve < 1 for the bubble-particle system Deflection [V] 1.0 0.8 0.6 Difficult to get actual separation due to the bubble deformation 0.4 0.2 0.0 0 50 100 150 200 250 300 springs/capacitances model* Displacement of piezo - z [nm] Slope of the curve = 1 for rigid bodies EASY!!! Force vs normalized separation * W.A. Ducker, Z.H. Xu, J.N. Israelachvili (1994) Langmuir 10, 3279

The distance balance gives: D + y + z = D0 + y 0 + d Picture out of scale

F = Kc d F = Kb (y0 - y) y0 y = d Kc Kb D + y + z = D0 + y 0 + d D = d(1+kc/kb )-z Dc = dc(1+kc/kb )-zc+d0 Dc = (d-dc)(1+kc/kb )-(z-zc)+dc Subscript c for linear compliance regime Dc << than z and zc Dc = (d-dc)(1+kc/kb )-(z-zc) dc = zc slope - intercept D0 = Dc + intercept/slope D = -z + ((d+intercept)/slope) + Dc ~ -z + (d+intercept)/slope

Titania Materials small hydrophilic particles and smooth, flat surfaces isoelectric point at ph 4.3-4.8 variation of surface potential can be easily hydrophobized in order to change wettability Zeta potential of TiO2 suspension (Zetasizer Nano, Malvern).

E coll = N pf (i ) PNC π hs ( d p + d b ) / 4 2 ph 3.5 ph 7.0 Aqueous wetting films (I = 10-2 M) on titania, G. Hanly, PhD thesis Single bubble flotation for hydrophobic TiO2 (θ = 56 ) - preliminary data

Effect of retract velocity Normalised force - F/R (mn/m) 1.0 0.2 µm/s 0.8 µm/s 2 µm/s 8 µm/s 16.4 µm/s 36 µm/s 0.8 0.6 0.4 Increasing retract velocity 0.2 0.0-0.2-0.4 0 20 40 60 80 100 120 140 160 180 200 Normalised separation (nm) Ti02 probe (20µm) against the air bubble (300-350 µm), at constant ionic strength (in 10-2M KCl) and constant ph=5.8 - retract curves

Effect of ionic strength Increasing I Ti02 probe (20µm) against the air bubble (350 µm), at constant ph =5.8, scanner velocity 0.5 µm/s - retract curves

Effect of ph Normalised force (F/R) [mn/m] 1.0 0.5 0.0-0.5-1.0 approach, ph=4 retract, ph=4-1.5 approach, ph=10 retract, ph=10-2.0-2.5 0 200 400 600 800 1000 "Separation" [nm] Ti02 probe (20mm) against the air bubble (350 mm), at constant ionic strength (in 10-4M KCl), scanner velocity 0.5 mm/s - retract curves

Surface modification OTHS* OTHS concentration Exposure time Different hydrophobicity OTHS* - Octadecyltrihydrosilane consists of an eighteen carbon long hydrocarbon chain attached to a silicon hydride head group

Effect of surface hydrophobicity Effect of TiO2 surface hydrophobicity on particle-bubble interaction in MilliQ water (ph=5.8) - approach curves

Wetting film Foam film adapted from Stockelhuber, K.W., Radoev, B., Schulze, H.J., Wenger, A., Rupture of Wetting Films Caused by Nanobubbles. Langmuir, 2004. 20(1): p. 164-168.

Conclusions Electrostatic interactions play a significant role in bubble-particle attachment and can be manipulated by altering the ionic strength and ph of the solution When both solid/liquid and liquid/vapour interfaces are negatively charged - electrostatic repulsion dominates stable wetting film When the two film surfaces have opposite charges (for example below i.e.p.) the electrostatic attraction dominates attachment is enhanced

Conclusions Surface hydrophobicity facilitates thin liquid film rupture. The greater surface hydrophobicity the less stable film. The more hydrophobic surface the higher probability of the nanobubbles formation at the solid/liquid interface

Thank you for your attention