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I wondered if in certain condition like very high pressure(so that water and oil remain liquids) and very high temperature(so that the variation of the Gibbs energy is negative--> ∆G = ∆H-T*∆S) we can make an homogeneous solution of water and oil.

Or, alternatively, mixing water and oil meanwhile applying an intense electric field so that the oil molecules get a charge such that they become soluble in water.

Do you think these methods could work? Is there any other way to mix them?

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  • $\begingroup$ In fact if you apply an electric field it will form a colloidal emulsion and not a true solution. If you want an emulsion then its even easier, just add a little soap to it and mix. However I don't know weather you would consider an emulsion to be homogeneous or not. $\endgroup$ – Kartik Jul 24 '16 at 15:22
  • $\begingroup$ I didn't intend an emulsion. I was thinking about a solution like salt and water for example. $\endgroup$ – blu potatos Jul 24 '16 at 17:47
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Generally polar and non polar liquids do not dissolve in one another to any great extent. Practically, you would have to find a temperature composition phase diagram for the oil you want to use. This will tell you if there is a region in which the water and oil are mixed as a homogeneous solution. Alternatively if you add surfactant then a ternary phase diagram (triangle plot) is what you need to look for since than micellar or liquid crystal phases may form.

As you mention the free energy I have tried to summarise what happens on dissolving a non-polar molecule in water.
The enthalpy $\Delta H$ change on placing, alkane, into water is small, slightly positive or negative depending on the compound, -9kJ/mol for ethane, +1.6 for toluene for example. This can be thought of as the cost making a void in the water to hold the molecule.

Water is unusual in having a strong and highly directional hydrogen bonding nature. Thus adding a non-polar molecule into water is determined by entropic effects. This generally means that $T\Delta S$ is negative and so $\Delta G$ is positive, for cyclohexane into water $\Delta G$ = +28 kJ/mol.

The entropy of water decreases on contact with non-polar molecules since these molecules cannot form hydrogen bonds. The water has to bridge around the non-polar molecules, as this is a lowering of entropy compared to not bridging. This bridging partly restricts the water molecules compared to bulk water. This option is preferable as the alternative of breaking hydrogen bonds, and leaving H atoms pointing at the non-polar molecules,is too energetically costly. Bridging makes it possible to form some H bonds at the expense of entropy loss. The figure shows this (from Southall et al. J. Phys. Chem. p521, 106, 2002 ) water cage As the temperature increases the enthalpy increases as does T$\Delta S$, but $\Delta G$ remains largely constant and remains positive, see sketch below. This suggest that water and oil will not easily mix.

deltaG vs temp

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