The Fischer–Tropsch synthesis (FTS) is central
in the Gas-to-Liquids
(GTL) process, which is commercially used in the production of environmentally
benign transportation fuels from synthesis gas. However, several factors
can impede the performance of FTS reactors and thereby increase the
overall GTL cost, among which is water in excess concentrations. Water
is a byproduct of the FTS process and is present in varying amounts.
In order to gain a better understanding of the behavior of catalyst
nanoparticles (NPs) inside the produced wax–water mixtures
at reaction conditions and realistic scales and sizes, one needs to
incorporate coarse-grained approaches in the context of FTS. The present
study focuses on coarse-grained (CG) Molecular Dynamics (MD; CGMD)
simulations of n-octacosane (n-C28)–water mixture at low-temperature FTS conditions
(473.15 K) and considers various water mole fractions with the inclusion
of different-sized Co NPs using the MARTINI force field. The Co NPs
are suspended inside these bulk mixtures thereby resembling a slurry
phase type of reactor. Water mole fractions below and above the solubility
of water in n-C28 as predicted by MARTINI
were used so as to better capture the phase behavior of the produced
wax–water mixtures. Our results show that, for the NP sizes
examined, water in small concentrations does not aggregate on the
Co NP surface. For water concentrations above the calculated solubility
in n-C28, water forms a cluster that fully
encapsulates the NP, and for excess water, the NPs are completely
immersed in the aqueous phase. This behavior bears implications in
the mobility of the NPs examined, which appears to increase as a function
of water concentration. Calculations of Co NPs self-diffusion coefficient
show that the smaller nanoparticle moves faster, and that mobility
drops as nanoparticle size increases. For high water mole fractions,
that is, well-exceeding water solubility in bulk n-C28, an increasing effect in the mobility of the examined
Co NPs was observed. The computational approach using the MARTINI
force field and the results presented showcase that CGMD simulations
can be employed to study the hydrodynamic effects on the NP mobility
in FTS-related processes.