2021
DOI: 10.1021/acs.jpca.1c06107
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Computing the Liquidus of Binary Monatomic Salt Mixtures with Direct Simulation and Alchemical Free Energy Methods

Abstract: We describe and validate a free-energy-based method for computing the liquidus for binary solid–liquid phase diagrams in molecular simulations of monatomic salts. The method is demonstrated by calculating the liquidus for LiCl–KCl and MgCl2–KCl salt mixtures with the polarizable ion model (PIM). The free-energy-based method is cross-validated with direct coexistence simulations. Both techniques show excellent agreement with one another. Though the predictions of the PIM disagree with experiments, we use our fr… Show more

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Cited by 5 publications
(14 citation statements)
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“…Combined with the work here, comprehensive phase diagrams of RDX and HMX could then be generated for these molecular models. Moreover, while this work focused on single‐component phase coexistence, it is possible to determine multi‐component phase coexistence behavior, such as the RDX‐HMX liquidus, using alchemical transformation techniques [57].…”
Section: Discussionmentioning
confidence: 99%
“…Combined with the work here, comprehensive phase diagrams of RDX and HMX could then be generated for these molecular models. Moreover, while this work focused on single‐component phase coexistence, it is possible to determine multi‐component phase coexistence behavior, such as the RDX‐HMX liquidus, using alchemical transformation techniques [57].…”
Section: Discussionmentioning
confidence: 99%
“…In order to construct the phase diagram using DPMD simulations, we employ the use of the direct coexistence method. 81 In the case of the binary LiCl−KCl mixture, the experimental phase diagram is illustrated in Figure S1a. As seen in Figure S1a, the area below the horizontal line at the bottom represents the region where the molten salt is present in the solid state at all compositions.…”
Section: Solid−liquid Coexistence Calculationsmentioning
confidence: 99%
“…Such an approximation is valid, as the crystalline phases of LiCl and KCl are immiscible. 81 Hence, the liquid phase composition determines the equilibrium point on the liquidus line at any temperature. After the initial system is constructed, the liquid composition changes as the DPMD simulations proceed at the desired temperature.…”
Section: Solid−liquid Coexistence Calculationsmentioning
confidence: 99%
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