I know that "zeta potential" is a very popular term in colloidal science, all kinds of measurement devices and calculation methods are offered. But does the DLVO theory and the term "zeta potential" really describe the properties and behaviour of colloidal systems? Colloids are usually sketched as particles statistically evenly distributed in the liquid, but is that really the case?
I found it is not, and we should not be surprised to find dissipative structures in colloidal dispersions, as dispersions are non-equilibrium systems which form dissipative structures:
https://www.researchgate.net/publication/245535674_Dissipative_Structures_in_Colloidal_Systems?ev=prf_pub
https://www.researchgate.net/publication/233979584_Dispersion_hypothesis_and_non-equilibrium_thermodynamics_key_elements_for_a_material_science_of_conductive_polymers._A_key_to_understanding_polymer_blends_or_other_multiphase_polymer_systems?ev=prf_pub (look especially in chapter 4., p 134 ff)
Is this compatible with DLVO theory and the theory of zeta potential? If an electrostatic double layer around colloidal particles in dispersion exists as described, and the zeta potential exists as described, then it would create repulsion forces which are even in all x, y, z directions in the volume, hence the particles would be statistically evenly distributed which is characteristic of a system in thermodynamic equilibrium.
But this is not the case.
Can anyone send a reference to direct experimental evidence and proof for the existence of the double layer and of zeta potential? I would be grateful.
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