In 1900 the Danish oceanographer Martin Knudsen developed a model that relates vertical salinity variations to the exchange of water between a river and the adjacent estuary (an English translation of Knudsen's work, published originally in German, can be found in Burchard et al., 2018). In the 120 years that elapsed from its development the model has become textbook material (e.g., Knauss & Garfield, 2016) and was extensively used for estimating the horizontal transports in and out of semi-enclosed basins such as the Mediterranean sea (e.g., Bryden & Kinder, 1991), the Red sea (e.g., Sofianos & Johns, 2002) and the Gulf of Elat (e.g., Paldor & Anati, 1979;Wolf-Vecht et al., 1992). In these applications, transports in and out of a basin are required to balance the excess of evaporation over precipitation (including river run-off) in the basin. The controlling parameter in these applications is the difference between the Sea Surface Salinity (SSS hereafter) and the salinity of a deeper layer where the presumed return flow out of the basin takes place.More sophisticated and detailed applications of the Eulerian form of the conservation of salt and water were subsequently developed using salinity coordinates. This approach examines the conservation of salt and water in a closed sub-domain bounded on one of its sides by a (curved) isohaline. Two oceanic circumstances in which the application of this idea proved fruitful include the vertical and horizontal mixing of river plumes in estuaries (e.g., Hetland, 2005Hetland, , 2010 and the decadal changes that occur in the two-layer exchange between two intermediate size seas-the Baltic Sea and the North Sea (Burchard et al., 2018).A Lagrangian variant of Knudsen's model is the Evaporation Length schema, developed in Berman et al. (2019). This schema focuses on the horizontal change in SSS that occurs due to net evaporation, q, (i.e., evaporation minus total fresh water influx) in a column of water that flows in a current that extends between the ocean surface (z = 0) and a constant depth z = −h. The schema utilizes the change in salinity along the current to calculate a parameter termed Evaporation Length defined by