We study the phase behavior of solutions consisting of positive and negativ
e ions of valence z to which a third ionic species of valence Z > z is adde
d. Using a discretized Debye-Huckel theory, we analyze the phase behavior o
f such systems for different values of the ratio (Z) over bar = Z/z. We fin
d, for (Z) over bar > 1.934, a three-phase coexistence region and, for (Z)
over bar > 2, a closed (reentrant) coexistence loop at high temperatures. W
e characterize the behavior of these ternary ionic mixtures as function of
charge asymmetry and temperature, and show the complete phase diagrams for
the experimentally relevant cases of (Z) over bar = 2 and (Z) over bar = 3,
corresponding to addition of divalent and trivalent ions to monovalent ion
ic fluids, respectively.