@@ -585,7 +585,7 @@ \subsubsection{My first input}
585585In LAMMPS, every atom is assigned an \emph {atom type }
586586property. This property selects which force field parameters (here,
587587the Lennard-Jones parameters, $ \epsilon _{ij}$ and $ \sigma _{ij}$ ) are
588- applied to each pair of atoms via the \lmpcmd {pair\_ coeff} command.
588+ applied to each pair of atoms via the \lmpcmd {pair\_ coeff} command (see below) .
589589We discuss in \hyperref [carbon-nanotube-label]{Tutorial 2} how this
590590applies to many-body pair styles, and in
591591\hyperref [all-atom-label]{Tutorial 3} how this applies to Coulomb
@@ -1775,7 +1775,8 @@ \subsubsection{Breakable bonds}
17751775pair_style airebo 3.0
17761776pair_coeff * * CH.airebo C
17771777\end {lstlisting }
1778- \begin {note } The AIREBO force field is a many-body
1778+ \begin {note }
1779+ The AIREBO force field is a many-body
17791780 potential, where interactions are not only between pairs of atoms,
17801781 but also triples and quadruples representing angle and dihedral
17811782 interactions. This means that there are different rules for the
@@ -1997,7 +1998,8 @@ \subsubsection{Preparing the water reservoir}
19971998\hyperref [carbon-nanotube-label]{Tutorial 2}, sets the LJ and Coulomb
19981999weighting factors for the interaction between neighboring atoms.
19992000
2000- \begin {note } With Coulomb interactions, additional rules
2001+ \begin {note }
2002+ With Coulomb interactions, additional rules
20012003 apply to the \lmpcmd {pair\_ coeff} command: (a) atom type values
20022004 only matter for assignment of LJ potential parameters; (b) for Coulomb interactions,
20032005 there are no parameters outside the cutoff, and when using a
@@ -2686,9 +2688,9 @@ \subsubsection{System preparation}
26862688
26872689write_data create.data nocoeff
26882690\end {lstlisting }
2689- The \lmpcmd {run 0} command initializes the simulation but
2690- does not advance positions or velocities which is required for cleanly saving the
2691- state . The \lmpcmd {write\_ data} command
2691+ The \lmpcmd {run 0} command initializes the simulation, which is required for
2692+ cleanly saving the state, but it
2693+ does not advance positions or velocities . The \lmpcmd {write\_ data} command
26922694generates a file called \lmpcmd {system.data} containing the information required
26932695to restart the simulation from the final configuration produced by this input
26942696file. With the \lmpcmd {nocoeff} option, the parameters from the force field are
@@ -3489,7 +3491,7 @@ \subsection{Tutorial 6: Water adsorption in silica}
34893491\label {fig:GCMC }
34903492\end {figure }
34913493
3492- The objective of this tutorial is to combine molecular dynamics and
3494+ \noindent The objective of this tutorial is to combine molecular dynamics and
34933495grand canonical Monte Carlo simulations to compute the adsorption of water
34943496molecules in cracked silica material (Fig.~\ref {fig:GCMC }). This tutorial
34953497illustrates the use of the grand canonical ensemble in molecular simulation, an
@@ -3657,7 +3659,7 @@ \subsubsection{Cracking the silica}
36573659write_data cracking.data
36583660\end {lstlisting }
36593661As discussed, the \lmpcmd {fix nvt} command integrates the Nosé-Hoover equations
3660- of motion to sample the NVT ensemble, which allows controlling the temperature of the system.
3662+ of motion and is employed to control the temperature of the system.
36613663As observed from the generated images, the atoms
36623664progressively adjust to the changing box dimensions. At some point,
36633665bonds begin to break, leading to the appearance of
@@ -4489,7 +4491,7 @@ \subsubsection{Creating the system}
44894491minimize 1.0e-4 1.0e-6 100 1000
44904492reset_timestep 0
44914493\end {lstlisting }
4492- These commands should be familiar from previous tutorials.
4494+ These commands were covered in earlier tutorials and should already be familiar .
44934495
44944496Then, let us densify the system to a target value of $ 0.9 ~\text {g/cm}^3 $
44954497by imposing the shrinking of the simulation box at a constant rate.
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