git-svn-id: svn://svn.icms.temple.edu/lammps-ro/trunk@3944 f3b2605a-c512-4ea7-a41b-209d697bcdaa
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@ -102,7 +102,7 @@ LAMMPS,
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<P>where
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</P>
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<PRE>V = 10213.257 Angs^3
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k_B = 1.98816 KCal/(mol K)
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k_B = 1.98721e-3 KCal/(mol K)
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T = ~70K
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</PRE>
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<P>Therefore, lamda = 3.7736e-6 (KCal/(mol fs A K)).
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@ -179,8 +179,8 @@ run 8000
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<PRE># -------------- Flux calculation in nve ---------------
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</PRE>
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<PRE>reset_timestep 0
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compute myKE all pe/atom
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compute myPE all ke/atom
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compute myKE all ke/atom
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compute myPE all pe/atom
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compute myStress all stress/atom
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compute flux all heat/flux myKE myPE myStress
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log flux.log
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@ -99,7 +99,7 @@ lamda (KCal/(mol fmsec Ang K)) = V/(k_B*(T^2)) x "thermo" output frequency x tim
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where
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V = 10213.257 Angs^3
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k_B = 1.98816 KCal/(mol K)
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k_B = 1.98721e-3 KCal/(mol K)
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T = ~70K :pre
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Therefore, lamda = 3.7736e-6 (KCal/(mol fs A K)).
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@ -176,8 +176,8 @@ run 8000 :pre
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# -------------- Flux calculation in nve --------------- :pre
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reset_timestep 0
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compute myKE all pe/atom
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compute myPE all ke/atom
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compute myKE all ke/atom
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compute myPE all pe/atom
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compute myStress all stress/atom
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compute flux all heat/flux myKE myPE myStress
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log flux.log
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@ -53,18 +53,18 @@ and Coulombic terms respectively.
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</P>
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<P>The purpose of this pair style is to capture long-range interactions
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resulting from both attractive 1/r^6 Buckingham and Coulombic 1/r
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interactions. This is done by use of the <I>flag_lj</I> and <I>flag_coul</I>
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interactions. This is done by use of the <I>flag_buck</I> and <I>flag_coul</I>
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settings. The "<A HREF = "#Ismail">Ismail</A> paper has more details on when it is
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appropriate to include long-range 1/r^6 interactions, using this
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potential.
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</P>
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<P>If <I>flag_lj</I> is set to <I>long</I>, no cutoff is used on the Buckingham
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<P>If <I>flag_buck</I> is set to <I>long</I>, no cutoff is used on the Buckingham
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1/r^6 dispersion term. The long-range portion is calculated by using
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the <A HREF = "kspace_style.html">kspace_style ewald/n</A> command. The specified
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Buckingham cutoff then determines which portion of the Buckingham
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interactions are computed directly by the pair potential versus which
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part is computed in reciprocal space via the Kspace style. If
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<I>flag_lj</I> is set to <I>cut</I>, the Buckingham interactions are simply
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<I>flag_buck</I> is set to <I>cut</I>, the Buckingham interactions are simply
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cutoff, as with <A HREF = "pair_buck.html">pair_style buck</A>.
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</P>
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<P>If <I>flag_coul</I> is set to <I>long</I>, no cutoff is used on the Coulombic
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@ -45,18 +45,18 @@ and Coulombic terms respectively.
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The purpose of this pair style is to capture long-range interactions
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resulting from both attractive 1/r^6 Buckingham and Coulombic 1/r
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interactions. This is done by use of the {flag_lj} and {flag_coul}
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interactions. This is done by use of the {flag_buck} and {flag_coul}
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settings. The ""Ismail"_#Ismail paper has more details on when it is
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appropriate to include long-range 1/r^6 interactions, using this
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potential.
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If {flag_lj} is set to {long}, no cutoff is used on the Buckingham
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If {flag_buck} is set to {long}, no cutoff is used on the Buckingham
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1/r^6 dispersion term. The long-range portion is calculated by using
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the "kspace_style ewald/n"_kspace_style.html command. The specified
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Buckingham cutoff then determines which portion of the Buckingham
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interactions are computed directly by the pair potential versus which
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part is computed in reciprocal space via the Kspace style. If
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{flag_lj} is set to {cut}, the Buckingham interactions are simply
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{flag_buck} is set to {cut}, the Buckingham interactions are simply
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cutoff, as with "pair_style buck"_pair_buck.html.
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If {flag_coul} is set to {long}, no cutoff is used on the Coulombic
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