2021
DOI: 10.1016/j.molliq.2021.115624
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Ab initio metadynamics calculations reveal complex interfacial effects in acetic acid deprotonation dynamics

Abstract: Acid-base reactions play a central role in solution chemistry, with carboxylic acids being particularly important in atmospheric chemical processes. In this work, we harness metadynamics calculations with Born-Oppenheimer molecular dynamics (BOMD) simulations to understand deprotonation dynamics of acetic acid (CH 3 COOH) in both bulk and air-water interfacial environments. Collective variables are carefully chosen in our well-tempered metadynamics simulations to capture the deprotonation process in various aq… Show more

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Cited by 25 publications
(21 citation statements)
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References 71 publications
(60 reference statements)
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“…The distance between the O-atom and H-atom of the acetic acid hydroxyl group was taken as the set variable, and the Gaussian width and height were set to 0.1 Hartree and 0.0005 Hartree, respectively. The simulated results of the deprotonation free energy of the acetic acid at the air-water interface were consistent with the existing experimental data [48]. Salvalaglio et al calculated the free energy change of the phase transition of urea in an aqueous solution so as to observe the nucleation of urea in an aqueous solution [49].…”
Section: Simulation Ensemble Biassupporting
confidence: 83%
“…The distance between the O-atom and H-atom of the acetic acid hydroxyl group was taken as the set variable, and the Gaussian width and height were set to 0.1 Hartree and 0.0005 Hartree, respectively. The simulated results of the deprotonation free energy of the acetic acid at the air-water interface were consistent with the existing experimental data [48]. Salvalaglio et al calculated the free energy change of the phase transition of urea in an aqueous solution so as to observe the nucleation of urea in an aqueous solution [49].…”
Section: Simulation Ensemble Biassupporting
confidence: 83%
“…While this has indeed been shown to capture the deprotonation of the acid, it generally does not provide a sufficiently accurate description of the resulting hydronium ion and its propagation away from the acid. 1,3,47,48 It is now well established that in hydrogen-bonded solvents such as water, Grotthus-type mechanisms can swiftly propagate the hydronium ion along the H-bond network resulting in a highly fluxional product state. 4,49 Therefore, to provide a completely general description of both proton dissociation and its transfer in the solvent, we used the collective variables recently proposed in ref 4 that describe acid−base equilibria accurately across different systems.…”
Section: ■ Results and Discussionmentioning
confidence: 99%
“…Here, we calculate the diffusion coefficient via a classical method instead of an accurate quantum treatment method such as ab initio molecular dynamics. 37,38 Through fitting the mean square displacement (MSD) using the relation 〈| r ( t ) − r (0)| 2 〉 = 4 D act t , we plotted the values of diffusion coefficient D act in Fig. 5 where two examples of MSD with A p = 0.3 and A p = 0.8 are shown in the inset.…”
Section: Resultsmentioning
confidence: 99%