Vibrational Energy
Relaxation in Solid Carbon Monoxide
Posted on 2024-11-29 - 12:50
Theory predicts that vibrational energy relaxation (VER)
in a dense
medium exhibits an exponential dependence on the order of the multiphonon
process (energy gap law). Simply put, the vibrational energy decay
rate (τ–1) has an exponential dependence on
the difference between the excited and accepting frequencies Δν
(frequency-gap law). Additionally, the vibrational density of states
(VDOS) of the “bath” of low-frequency modes, into which
vibrational energy is being dissipated, plays a role in the VER. Although
analytical studies at the quantum mechanical level for model systems
have provided great insights, quantification of VER dynamics for systems
described by realistic interaction potentials is still scarce. Here,
we focus on a simple diatomic molecule (carbon monoxide) to exclusively
probe the intermolecular VER without contributions from intramolecular
vibrational energy redistribution. Using classical nonequilibrium
molecular dynamics (NEMD) simulations, we study VER within amorphous
and crystalline clusters for mixtures of four different carbon monoxide
isotopologues all described by two different interaction potentials.
We also present a novel method for extracting τ(Δν)
for trajectory ensembles of such NEMD simulations of weakly coupled
molecules that have slow dissipation rates. For amorphous clusters,
τ(Δν) is best described by a biexponential fit,
whereas the situation is more complicated for crystalline clusters.
In both cases, we find links to the VDOS. Although the energy transfer
occurs continuously in our classical simulations, further analysis
of our trajectory ensembles suggests very interesting analogies to
quantum mechanical descriptions of nonresonant and resonant vibrational
to vibrational (V–V) energy transfer.
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Ferrari, Brian C.; van Hemert, Marc; Meyer, Jörg; Lamberts, Thanja (2024). Vibrational Energy
Relaxation in Solid Carbon Monoxide. ACS Publications. Collection. https://doi.org/10.1021/acs.jpcc.4c05232