A fractional parameter theory of this quantity is given by the Teas graph, and another method of calculating this quantity that attempts to account for hydrogen bonding named for Burrell.
A fractional parameter theory of this quantity is given by the Teas graph, and another method of calculating this quantity that attempts to account for hydrogen bonding named for Burrell. Another method of calculating this value depends on group contribution parameters and is named for Hoy. Another method of calculating this quantity adds the square of dispersion, polar, and hydrogen bond delta values to find a relative energy difference and is named for Hansen. A simpler method from polymer chemistry is the one-component Hildebrand parameter method, which can be used in the Flory-Huggins theory. A differential value of this quantity for two phases is given by the partition coefficient, and it increases in the particle size effect and speciation effect. Equilibria related to this quantity will shift due a variation of Le Chatlier's principle known as the common ion effect ?, while a sharp decrease leads to precipitation. For 10 points, name this quantity, the amount of a solute that will dissolve in a solvent.
A fractional parameter theory of this quantity is given by the Teas graph, and another method of calculating this quantity that attempts to account for hydrogen bonding named for Burrell.
{Solubility} [prompt on {miscibility}; word forms are {ok}]