Binary fluid mixtures

The phenomenon is most commonly demonstrated in binary fluid mixtures, such as methanol and cyclohexane. As the critical point is approached, the sizes of the gas and liquid region begin to fluctuate over increasingly large length scales (the correlation length of the liquid diverges). As the density fluctuations become of a size comparable to the wavelength of light, the light is scattered and causes the normally transparent liquid to appear cloudy. Tellingly, the opalescence does not diminish as one gets closer to the critical point, where the largest fluctuations can reach even centimetre proportions, confirming the physical relevance of smaller fluctuations.

Approaching the critical point from the opposite direction, in case of liquid-gas transition, the gas phase may contain drops of liquid as mist and spray, and the boiling liquid phase bubbles of gas phase as foam. Far from the critical point the gravity causes liquid drops and gas bubbles to rapidly settle towards the interface and surface tension causes drops and bubbles to rapidly merge to larger ones, which settle even faster. But as critical point is approached, the density difference between liquid and vapour diminishes and so does the surface tension. These effects will slow down settling of drops and bubbles and their merger, such that boiling liquid forms increasingly refractory to settling and fine mist and foam around the interface.

In case of liquid-liquid critical point, again the liquids of limited solubility precipitate out as emulsions which far from critical point on the immiscible side readily settle to interface. As critical point is approached, density difference decreases along with the interfacial surface tension, so that precipitation takes place as increasingly fine and refractory to settling emulsion.

Since liquid-gas critical point occurs at pressures over 30 bar for all substances except some cryogenic gases, demonstrating it requires a transparent vessel safe under over 30 bar, while liquid-liquid critical point for many systems can be demonstrated at ambient pressure and modest temperatures.

Other examples

Ferromagnetic material has large fluctuations of magnetic domains near the Curie point. And since neutron scattering is affected by magnetic moments of atoms, this creates critical opalescence. Specifically, if a beam of neutrons is fired at a ferromagnetic material, then as it approaches the Curie point, it would start scattering the neutrons as if it is turning opaque to neutrons.^[2]