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Derivation of the (effective) Asakura-Oosawa interaction from renormalization?

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I have just read a more intuitive than rigorous statistical explanation of the Asakura-Oosawa interaction which leads to the effect that in a colloidal systems the larger of the two constituents form clusters, see for example here and here for papers.

The Asakura-Oosawa interaction is also called an "effective entropic force" sometimes, even though it it is not realle a force in the fundamental sense.

Can the Asakura-Oosawa be derived by renormalization as a proper effective interaction starting with an appropriate microscopic Lagrangian or Hamiltonian, wich would better justify calling it an effective force?

Aside: for some reason while reading about these things Verlinde's rather controversial entropic gravity came to mind too ...

asked Jul 2, 2018 in Applied Physics by Dilaton (6,240 points) [ no revision ]

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