git-svn-id: svn://svn.icms.temple.edu/lammps-ro/trunk@10320 f3b2605a-c512-4ea7-a41b-209d697bcdaa
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@ -49,10 +49,10 @@ compute myTemp flow temp/profile 0 1 1 xyz 20 20 20
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<P><B>Description:</B>
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</P>
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<P>Define a computation that calculates the temperature of a group of
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atoms, after subtracting out a spatially-averaged velocity field,
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before computing the kinetic energy. This can be useful for
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thermostatting a collection of atoms undergoing a complex flow,
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e.g. via a profile-unbiased thermostat (PUT) as described in
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atoms, after subtracting out a spatially-averaged center-of-mass
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velocity field, before computing the kinetic energy. This can be
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useful for thermostatting a collection of atoms undergoing a complex
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flow, e.g. via a profile-unbiased thermostat (PUT) as described in
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<A HREF = "#Evans">(Evans)</A>. A compute of this style can be used by any command
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that computes a temperature, e.g. <A HREF = "thermo_modify.html">thermo_modify</A>,
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<A HREF = "fix_temp_rescale.html">fix temp/rescale</A>, <A HREF = "fix_nh.html">fix npt</A>, etc.
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@ -71,12 +71,12 @@ the bins are "tilted" slabs or pencils or bricks that are parallel to
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the tilted faces of the box. See the <A HREF = "region.html">region prism</A>
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command for a discussion of the geometry of tilted boxes in LAMMPS.
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</P>
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<P>When a temperature is computed, the velocity for the set of atoms that
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are both in the compute group and in the same spatial bin is summed to
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compute an average velocity for the bin. This bias velocity is then
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subtracted from the velocities of individual atoms in the bin to yield
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a thermal velocity for each atom. Note that if there is only one
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atom in the bin, it's thermal velocity will thus be 0.0.
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<P>When a temperature is computed, the center-of-mass velocity for the
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set of atoms that are both in the compute group and in the same
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spatial bin is calculated. This bias velocity is then subtracted from
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the velocities of individual atoms in the bin to yield a thermal
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velocity for each atom. Note that if there is only one atom in the
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bin, its thermal velocity will thus be 0.0.
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</P>
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<P>After the spatially-averaged velocity field has been subtracted from
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each atom, the temperature is calculated by the formula KE = dim/2 N k
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@ -39,10 +39,10 @@ compute myTemp flow temp/profile 0 1 1 xyz 20 20 20 :pre
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[Description:]
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Define a computation that calculates the temperature of a group of
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atoms, after subtracting out a spatially-averaged velocity field,
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before computing the kinetic energy. This can be useful for
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thermostatting a collection of atoms undergoing a complex flow,
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e.g. via a profile-unbiased thermostat (PUT) as described in
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atoms, after subtracting out a spatially-averaged center-of-mass
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velocity field, before computing the kinetic energy. This can be
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useful for thermostatting a collection of atoms undergoing a complex
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flow, e.g. via a profile-unbiased thermostat (PUT) as described in
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"(Evans)"_#Evans. A compute of this style can be used by any command
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that computes a temperature, e.g. "thermo_modify"_thermo_modify.html,
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"fix temp/rescale"_fix_temp_rescale.html, "fix npt"_fix_nh.html, etc.
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@ -61,12 +61,12 @@ the bins are "tilted" slabs or pencils or bricks that are parallel to
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the tilted faces of the box. See the "region prism"_region.html
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command for a discussion of the geometry of tilted boxes in LAMMPS.
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When a temperature is computed, the velocity for the set of atoms that
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are both in the compute group and in the same spatial bin is summed to
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compute an average velocity for the bin. This bias velocity is then
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subtracted from the velocities of individual atoms in the bin to yield
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a thermal velocity for each atom. Note that if there is only one
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atom in the bin, it's thermal velocity will thus be 0.0.
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When a temperature is computed, the center-of-mass velocity for the
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set of atoms that are both in the compute group and in the same
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spatial bin is calculated. This bias velocity is then subtracted from
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the velocities of individual atoms in the bin to yield a thermal
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velocity for each atom. Note that if there is only one atom in the
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bin, its thermal velocity will thus be 0.0.
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After the spatially-averaged velocity field has been subtracted from
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each atom, the temperature is calculated by the formula KE = dim/2 N k
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