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@ -45,8 +45,7 @@ then only those components are summed to compute the potential energy.
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per-atom energy is calculated, if using the PPPM solver via the
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<A HREF = "kspace_style.html">kspace_style pppm</A> command. Thus it can increase
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the cost of the PPPM calculation if it is needed on a large fraction
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of the simulation timesteps. Thie <A HREF = "PDF/kspace.pdf">document</A> describes
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how the long-range per-atom energy calculation is performed.
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of the simulation timesteps.
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</P>
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<P>Various fixes can contribute to the total potential energy of the
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system. See the doc pages for <A HREF = "fix.html">individual fixes</A> for
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@ -41,8 +41,7 @@ The Kspace contribution requires 1 extra FFT each timestep the
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per-atom energy is calculated, if using the PPPM solver via the
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"kspace_style pppm"_kspace_style.html command. Thus it can increase
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the cost of the PPPM calculation if it is needed on a large fraction
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of the simulation timesteps. Thie "document"_PDF/kspace.pdf describes
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how the long-range per-atom energy calculation is performed.
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of the simulation timesteps.
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Various fixes can contribute to the total potential energy of the
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system. See the doc pages for "individual fixes"_fix.html for
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@ -55,7 +55,8 @@ these terms is included in the pair energy, not the dihedral energy.
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<A HREF = "#Heyes">(Heyes)</A> for the Ewald method and a related method for PPPM,
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as specified by the <A HREF = "kspace_style.html">kspace_style pppm</A> command.
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For PPPM, the calcluation requires 1 extra FFT each timestep that
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per-atom stress is calculated.
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per-atom energy is calculated. Thie <A HREF = "PDF/kspace.pdf">document</A>
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describes how the long-range per-atom energy calculation is performed.
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</P>
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<P>As an example of per-atom potential energy compared to total potential
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energy, these lines in an input script should yield the same result
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@ -52,7 +52,8 @@ The KSpace contribution is calculated using the method in
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"(Heyes)"_#Heyes for the Ewald method and a related method for PPPM,
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as specified by the "kspace_style pppm"_kspace_style.html command.
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For PPPM, the calcluation requires 1 extra FFT each timestep that
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per-atom stress is calculated.
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per-atom energy is calculated. Thie "document"_PDF/kspace.pdf
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describes how the long-range per-atom energy calculation is performed.
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As an example of per-atom potential energy compared to total potential
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energy, these lines in an input script should yield the same result
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@ -358,14 +358,14 @@ In this case, the variable is evaluated at the beginning of a run to
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determine the next timestep at which a dump snapshot will be written
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out. On that timestep, the variable will be evaluated again to
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determine the next timestep, etc. Thus the variable should return
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timestep values. See the stagger() and logfreq() math functions for
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<A HREF = "variable.html">equal-style variables</A>, as examples of useful functions
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to use in this context. Other similar math functions could easily be
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added as options for <A HREF = "variable.html">equal-style variables</A>. When
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using the variable option with the <I>every</I> keyword, you also need to
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use the <I>first</I> option if you want an initial snapshot written to the
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dump file. The <I>every</I> keyword cannot be used with the dump <I>dcd</I>
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style.
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timestep values. See the stagger() and logfreq() and stride() math
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functions for <A HREF = "variable.html">equal-style variables</A>, as examples of
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useful functions to use in this context. Other similar math functions
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could easily be added as options for <A HREF = "variable.html">equal-style
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variables</A>. When using the variable option with the
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<I>every</I> keyword, you also need to use the <I>first</I> option if you want
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an initial snapshot written to the dump file. The <I>every</I> keyword
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cannot be used with the dump <I>dcd</I> style.
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</P>
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<P>For example, the following commands will
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write snapshots at timesteps 0,10,20,30,100,200,300,1000,2000,etc:
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@ -153,11 +153,12 @@ the beginning of a run to determine the next timestep at which a dump
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snapshot will be written out. On that timestep, the variable will be
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evaluated again to determine the next timestep, etc. Thus the
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variable should return timestep values. See the stagger() and
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logfreq() math functions for <A HREF = "variable.html">equal-style variables</A>, as
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examples of useful functions to use in this context. Other similar
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math functions could easily be added as options for <A HREF = "variable.html">equal-style
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variables</A>. In addition, thermodynamic output will
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always occur on the first and last timestep of each run.
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logfreq() and stride() math functions for <A HREF = "variable.html">equal-style
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variables</A>, as examples of useful functions to use in
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this context. Other similar math functions could easily be added as
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options for <A HREF = "variable.html">equal-style variables</A>. In addition,
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thermodynamic output will always occur on the first and last timestep
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of each run.
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</P>
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<P>For example, the following commands will output thermodynamic info at
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timesteps 0,10,20,30,100,200,300,1000,2000,etc:
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