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@ -194,8 +194,10 @@ equation 9 of <A HREF = "#Petersen">(Petersen)</A>. RMS force errors in K-space
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which is similar to equation 32 of <A HREF = "#Kolafa">(Kolafa)</A>. RMS force
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errors in K-space for <I>pppm</I> are estimated using equation 38 of
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<A HREF = "#Deserno">(Deserno)</A>. RMS force errors for <I>msm</I> are estimated
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following the procedure outlined in chapter 3 of <A HREF = "#Hardy">(Hardy)</A>,
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with equation 3.197 of particular note.
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using ideas from chapter 3 of <A HREF = "#Hardy">(Hardy)</A>, with equation 3.197
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of particular note. When using <I>msm</I> with non-periodic boundary
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conditions, it is expected that the error estimation will be too
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pessimistic.
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</P>
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<P>See the <A HREF = "kspace_modify.html">kspace_modify</A> command for additional
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options of the K-space solvers that can be set, including a <I>force</I>
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@ -187,8 +187,10 @@ equation 9 of "(Petersen)"_#Petersen. RMS force errors in K-space for
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which is similar to equation 32 of "(Kolafa)"_#Kolafa. RMS force
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errors in K-space for {pppm} are estimated using equation 38 of
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"(Deserno)"_#Deserno. RMS force errors for {msm} are estimated
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following the procedure outlined in chapter 3 of "(Hardy)"_#Hardy,
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with equation 3.197 of particular note.
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using ideas from chapter 3 of "(Hardy)"_#Hardy, with equation 3.197
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of particular note. When using {msm} with non-periodic boundary
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conditions, it is expected that the error estimation will be too
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pessimistic.
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See the "kspace_modify"_kspace_modify.html command for additional
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options of the K-space solvers that can be set, including a {force}
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