8. Foams, gels and the colloidal glass transition

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Types of foam (shape)

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Types of foam (shape)

Spherical foams:

  • It has more continuous phase

  • Example shaving foam 

Polyhedrical foams:

  • It has thin continuous phase 

  • Example beer foam 

Spherical foams might transfer to polyhedrical 

<p><span>Spherical foams:</span></p><ul><li><p><span>It has more continuous phase</span></p></li><li><p><span>Example shaving foam&nbsp;</span></p></li></ul><p><span>Polyhedrical foams:</span></p><ul><li><p><span>It has thin continuous phase&nbsp;</span></p></li><li><p><span>Example beer foam&nbsp;</span></p></li></ul><p><span>Spherical foams might transfer to polyhedrical&nbsp;</span></p><p></p>
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Types of foam (stability)

Transient foams: 

  • A foam that is not stable tends to collapse quickly

  • Examples: detergents, beer, champagne 

Stable foams 

  • A foam that is stable doesn’t tend to collapse quickly 

  • Examples: styrofoam, bread etc. (since continuous phase is a solid) 

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Foams

• Associative liquids →  interface with air →  needs stabilization by surface active molecules

• Surface costs energy! (high surface energy)

• Gas is hydrophobic since there is low inter-molecular interaction

• Pure liquids do not foam

• Creation of foams

– Whipping/vigorous stirring

– Through small pores

– In situ (gas generation)

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Stability of foams

The stability of foams is affected by 

  • Draining

  • Coalescence

  • Disproportionation

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Drainage

liquid between bubbles will drain because of gravity 

  • Fast without surface film (adsorbed layer of surfactant)

  • Slower with surface film

  • Rate of drainage depends on the viscosity of the liquid phase (by increasing viscosity (adding thickening agent)→ draining rate will decrease) - for example maräng  

<p><span>liquid between bubbles will drain because of gravity&nbsp;</span></p><ul><li><p><span>Fast without surface film (adsorbed layer of surfactant)</span></p></li><li><p><span>Slower with surface film</span></p></li><li><p><span>Rate of drainage depends on the viscosity of the liquid phase (by increasing viscosity (adding thickening agent)→ draining rate will decrease) - for example maräng&nbsp;&nbsp;</span></p></li></ul><p>                                                                                                                                     </p>
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Coalescence can occur

  • Presence of solid particles

  • Presence of spreading oils destabilizes aqueous interfaces

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Coalesence in presence of solid particles

  • Penetrating particles destabilize → rupture of interface

    •  Typically particles that are not wetted by the liquid phase

  • Non-penetrating particles stabilize → increase in viscosity of the liquid phase

<ul><li><p><span>Penetrating particles destabilize → rupture of interface</span></p><ul><li><p><span>&nbsp;Typically particles that are not wetted by the liquid phase</span></p></li></ul></li><li><p><span>Non-penetrating particles stabilize → increase in viscosity of the liquid phase</span></p></li></ul>
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Coalence in presence of spreading oils destabilizes aqueous interfaces

  • Spreading along the interface occurs if: γwater/air > γoil/water + γoil/air

  • Air/water interface collapses

Thick adsorbed layers are more stabilizing → more resistant to deformation.

Large bubbles are less stable against coalescence → more easily deformed

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Disproportionation (Ostwald ripening)

  • Small bubbles “disappear” and large bubbles grow

  •  Driven by the Laplace pressure.

  •  Individual gas molecules dissolve from small bubbles and diffuse to large bubbles.

R=bubble radius

s=solubility of gas 

γ=surface tension 

A=area of film (per volume gas phase)

<ul><li><p><span>Small bubbles “disappear” and large bubbles grow</span></p></li><li><p><span>&nbsp;Driven by the Laplace pressure.</span></p></li><li><p><span>&nbsp;Individual gas molecules dissolve from small bubbles and diffuse to large bubbles.</span></p></li></ul><p><span>R=bubble radius</span></p><p><span>s=solubility of gas&nbsp;</span></p><p><span>γ=surface tension&nbsp;</span></p><p><span>A=area of film (per volume gas phase)</span></p>
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Gel formation

• A gel is a system with a considerable yield value (overcome yield value → to make it flow)

• Requires a continuous 3D-network of polymers or particles

Viscous flow can be very low

• Relaxation from one state to another can be very slow

– The time for observing viscous flow can be very long

– Very viscous ”liquids” can appear solid (depending on how long observe it)

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Types of gels

• Particle gels 

• Polymer gels

• Lamellar structures of surfactants and lipids (cosmetic products like creams → incorporates into the skin)

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Polymer gels can form by being

– Covalently linked

– Linked through physical interaction:

• Ion bridges

• Hydrophobic interaction

• Partial crystallization

• Helix formation

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Viscoelasticity for gels

G’= ”in phase” shear modulus = storage modulus = elastic response=”solid-like” contribution.

G’’=”out of phase” shear modulus = loss modulus = viscous response=”liquid-like” contribution.

A characteristic of gels is that G’ > G’’ at low deformation

<p>G’= ”in phase” shear modulus = storage modulus = elastic response=”solid-like” contribution.</p><p>G’’=”out of phase” shear modulus = loss modulus = viscous response=”liquid-like” contribution.</p><p>A characteristic of gels is that G’ &gt; G’’ at low deformation </p>
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Colloidal glass

It is formed when colloidal particles are densely packed in a suspension to the point where they form a disordered, amorphous solid-like structure.

Transition from liquid to solid doesn’t depend on temperature and instead occurs at different volume fractions depending on:

• Attractive interaction

• Repulsive interaction

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Repulsive glass

Repulsive forces between particles will lead to a transition at higher particle volume fraction. They are forced together even though there is repulsion between them, since there is no more space. It occurs around  φg≈0.58

<p>Repulsive forces between particles will lead to a transition at higher particle volume fraction. They are forced together even though there is repulsion between them, since there is no more space. It occurs around <span>&nbsp;φ<sub>g</sub>≈0.58</span></p>
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Attractive glass

Attractive forces between particles will lead to a transition at lower particle volume fraction, since it flocculates

<p>Attractive forces between particles will lead to a transition at lower particle volume fraction, since it flocculates </p>
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Cage effect

One particle is caged by other particles. Occurs for repulsive glass

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Long range repulsion compared to short range repulsion

Long range repulsion in a dispersion shifts the colloidal glass transition to a lower volume fraction compared to short range repulsion.

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