“…The water film thickness h on mineral surfaces at subsaturation conditions ranges from a few Å to ∼100 nm. ,− In atmospheric modeling of mineral dust transport, where the long-lifetime particles are thought to carry a limited amount of adsorbed water under subsaturation conditions, , the relationship between Π and h is of particular importance because it can provide a parameterization for the hygroscopic growth and surface reactions of mineral dust particles. , The relationship remains poorly constrained, as illustrated by the use of a range of formulas. Experimental studies have generally used an exponential relation, Π ∝ exp(− h /δ), with an empirical decay length δ ranging from ∼3 to 300 Å. ,, Meanwhile, theoretical studies suggest an inverse power law relation, Π ∝ h – b , with significant disagreement regarding the value of the inverse power-law exponent ( b = 1, 2, or 3). , Furthermore, empirical relations established in different experimental studies vary significantly with underlying physical and chemical features including mineral type, surface active site, surface charge density, surface roughness, and aqueous chemistry. − …”