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journal-article.bib

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@@ -688,3 +688,23 @@ @article{typelabel_paper
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eprint = { https://doi.org/10.1021/acs.jpcb.3c08419 }
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}
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@article{gissinger2020reacter,
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title={Reacter: A heuristic method for reactive molecular dynamics},
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author={Gissinger, Jacob R and Jensen, Benjamin D and Wise, Kristopher E},
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journal={Macromolecules},
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volume={53},
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number={22},
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pages={9953--9961},
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year={2020},
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publisher={ACS Publications}
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}
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@article{gissinger2024molecular,
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title={Molecular modeling of reactive systems with REACTER},
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author={Gissinger, Jacob R and Jensen, Benjamin D and Wise, Kristopher E},
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journal={Computer Physics Communications},
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volume={304},
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pages={109287},
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year={2024},
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publisher={Elsevier}
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}

lammps-tutorials.tex

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@@ -3979,12 +3979,12 @@ \subsection{Tutorial 8: Reactive Molecular Dynamics}
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The goal of this tutorial is to create a system made of
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carbon nanotubes embedded in a polymer melt made in nylon-6,6. The
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REACTER protocol is used to simulate the polymerization of nylon, and the formation
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of water is followed in time.
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of water molecules is followed in time \cite{gissinger2020reacter, gissinger2024molecular}.
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\subsubsection{Creating the system}
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The first step of the tutorial is to mix small carbon nanotubes
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with the initial, unreacted, polymer molecules: hexamethylenediamine and adipic
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with the initial, unreacted, molecules: hexamethylenediamine and adipic
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acid. Create a new input file, call it \textit{mixing.lmp},
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and copy the following lines into it:
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{\normalsize
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special_bonds lj/coul 0 0 1
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\end{verbatim}
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}
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The \textit{class2} styles compute a 6/9 Lennard-Jones \cite{sun1998compass}.
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The \textit{class2} styles compute a 6/9 Lennard-Jones \cite{sun1998compass}.
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In contrast with reaxff and airebo, a \textit{classical} force field is used here.
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The \textit{class2} bonds, angles, dihedrals, and impropers are used as
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well, see the documention for a description of their respective potentials.
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The \textit{mix sixthpower} imposes a different mixing rule for the parameters
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as compared to the previous tutorials.
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The \textit{mix sixthpower} imposes a different mixing rule for the calculation
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of the cross coefficients as compared to the previous tutorials:
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$\sigma_{ij} = ( 0.5 (\sigma^6_i+\sigma_j^6))^{1/6}$, and
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$\epsilon_{ij} = (2 \sqrt{\epsilon_i \epsilon_j} \sigma^3_i \sigma^3_j) / (\sigma^6_i+\sigma_j^6)$.
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Let us read the data file containing the unreacted nylon molecules, and
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replicate it in all directions of the space. Add the folloxing lines
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\end{verbatim}
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}
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Then, let us output images of the system using \textit{dump image},
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and perform an equilibration of system using \textit{fix npt}
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and perform an equilibration of system using \textit{fix npt}:
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{\normalsize
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\begin{verbatim}
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dump mydmp all image 1000 dump.mixing.*.ppm type &
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with an imposed pressure of 1000\,atm, and then with an imposed
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pressure of 1\,atm.
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\subsubsection{Atom maps and molecule templates}
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The REACTER protocol requires an \textit{atom map} to be provided by the user.
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This map contains information about the reaction mechanism, the atoms that are
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the initiators to the reaction, as well as distance cutoffs. Pre-reaction and
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post-reaction molecule templates must also be provided.
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\section*{Author Contributions}
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% S.G. to update

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