Metal nanoparticles (NPs) find tremendous application in various fields, including
catalysis, biomedicine, and electronics, due to their unique physicochemical properties arising
from their morphology (i.e., size and shape) and composition. The chemical ordering of NPs,
consisting of more than one metal, is crucial for optimizing their application performance,
including stability. Traditionally, Density Functional Theory (DFT) is used to investigate NP
stability, but it is computationally expensive, limited to small systems and cannot be applied to
multi-metallic NPs where the materials space is enormous. To address this, recent efforts coupled
a physics-based model (Bond-Centric Model, BCM) with a developed genetic algorithm (GA) to
optimize the chemical ordering of NPs leading to minimum (most exothermic) cohesive energies
(CEs). Central to this approach is the calculation of weighting factors that scale the monometallic
bond strength to describe that of the bimetallic bond. Herein, we perform a critical analysis and
set some rules on how to apply these methods for rapid and accurate nanomaterials predictions.
Specifically, we optimized the chemical ordering of 2869-atom cuboctahedron NPs across 15
different bimetallic combinations. In comparison with both experimental and computational
results, our findings indicate that the use of small metal dimers for the calculation of the weighting
factors leads to accurate and computationally efficient chemical ordering and stability predictions
for a wide range of NP compositions. We further extended our investigation to 6 trimetallic NPs
with a tremendously large materials space, testing our model’s capability to predict chemical
ordering patterns in multi-metallic systems and demonstrating its power as a rapid and accurate computational method. This methodology can facilitate the design of thermodynamically stable
multi-metallic NPs and predict the distribution of different metal atoms from the core to the
surface, which is central to any nanotechnological application
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