Abstract
The inclusion of Nuclear Quantum Effects (NQEs) in molecular dynamics simulations is increasingly recognized as
essential for accurately modeling systems involving light nuclei, particularly hydrogen. Classical approaches, such as
standard ab initio molecular dynamics (AIMD), is not suited to predict key quantum-mechanical phenomena such as
zero-point motion and proton tunneling, which can critically influence the structural behavior. This is especially true in
H-bonded systems, where the strength and directionality of interactions are highly sensitive to quantum delocalization.
In this work, we investigate the impact of NQEs on liquid hydrogen fluoride (HF) at standard conditions and subjected to strong external electric fields by comparing classical nuclei AIMD and path-integral AIMD (PI-AIMD) simulations. Hydrogen fluoride presents a rich H-bonding network and strong molecular dipole moments leading to the manifestation of important NQEs even in the absence of the field. Furthermore, our results demonstrate that quantum effects significantly alter the response of bulk liquid HF to applied electric fields, leading to enhanced proton delocalizations favoring the protolysis reaction 2HF ⇌ H2F+ +F−. Similarly to water, indeed, inclusion of NQEs lowers by onethird the field threshold necessary for dissociating HF molecules [i.e., 0.15 V/Å (classical) vs. 0.05 V/Å (quantum)] and increased proton mobility. These differences become particularly evident under moderate-to-strong field strengths, where quantum simulations predict molecular dissociation and Grotthuss diffusion processes that are either absent or underestimated in classical AIMD simulations, though the general mechanism for proton migration is unaltered by the inclusion of quantum effects.
Supplementary materials
Title
Supporting Information
Description
A Supporting Information file is provided where (i) size
effects are checked, (ii) instantaneous and more persistent
molecular dissociations are investigated, (iii) comparisons between
the centroid and the beads of the ring polymer are performed,
(iv) tests with diverse coupling constants of the thermostat
are reported, and (v) qualitative field-induced effects
on the dynamics are discussed.
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