“…In order to screen for promising alloy compositions, we assume each sublattice (A cation, B cation, and X anion) behaves like an ideal solid solution 12 to calculate the entropy of mixing (configurational entropy; S / R ), as well as the ES term in the Gibbs energy equation at 300 K:![]()
R is the gas constant, T is temperature (K), and y A i is the mole fraction of the i th constituent on the A sublattice in ABX 3 . Actual atomic distributions in (metal) HEA have been considered, 29,30 and simple scaling rules have been developed to predict HEA stability for metals. 31–37 Unlike metals, ABX 3 HP have covalent to ionic bonding and 3 distinct lattice sites (A, B, and X), which limits how much they can be stabilized with configurational entropy.…”