improve typesetting, record version change, a few more k_B changes
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@ -71,23 +71,26 @@ Examples
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fix 1 flow ave/chunk 100 5 1000 binchunk density/mass ave running
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fix 1 flow ave/chunk 100 5 1000 binchunk density/mass ave running
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**NOTE:**
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.. versionchanged: 31 May 2016
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If you are trying to replace a deprecated fix ave/spatial command
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with the newer, more flexible fix ave/chunk and :doc:`compute chunk/atom <compute_chunk_atom>` commands, you simply need to split
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the fix ave/spatial arguments across the two new commands. For
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example, this command:
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.. note::
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.. code-block:: LAMMPS
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If you are trying to replace a deprecated fix ave/spatial command
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with the newer, more flexible fix ave/chunk and :doc:`compute
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chunk/atom <compute_chunk_atom>` commands, you simply need to split
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the fix ave/spatial arguments across the two new commands. For
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example, this command:
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fix 1 flow ave/spatial 100 10 1000 y 0.0 1.0 vx vz norm sample file vel.profile
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.. code-block:: LAMMPS
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could be replaced by:
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fix 1 flow ave/spatial 100 10 1000 y 0.0 1.0 vx vz norm sample file vel.profile
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.. code-block:: LAMMPS
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could be replaced by:
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compute cc1 flow chunk/atom bin/1d y 0.0 1.0
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fix 1 flow ave/chunk 100 10 1000 cc1 vx vz norm sample file vel.profile
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.. code-block:: LAMMPS
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compute cc1 flow chunk/atom bin/1d y 0.0 1.0
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fix 1 flow ave/chunk 100 10 1000 cc1 vx vz norm sample file vel.profile
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Description
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"""""""""""
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@ -236,10 +239,16 @@ bins, the volume is the bin volume. Otherwise it is the volume of the
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entire simulation box.
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The *temp* value means the temperature is computed for each chunk, by
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the formula KE = DOF/2 k T, where KE = total kinetic energy of the
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chunk of atoms (sum of 1/2 m v\^2), DOF = the total number of degrees
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of freedom for all atoms in the chunk, k = Boltzmann constant, and T =
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temperature.
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the formula
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.. math::
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\text{KE} = \frac{\text{DOF}}{2} k_B T,
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where KE = total kinetic energy of the chunk of atoms (sum of
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:math:`\frac{1}{2} m v^2`), DOF = the total number of degrees of freedom
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for all atoms in the chunk, :math:`k_B` = Boltzmann constant, and
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:math:`T` = temperature.
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The DOF is calculated as N\*adof + cdof, where N = number of atoms in
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the chunk, adof = degrees of freedom per atom, and cdof = degrees of
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@ -45,13 +45,13 @@ computed according to the following relation:
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.. math::
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U_{i} = \displaystyle\sum_{j=1}^{m} c_{i,j}(u_{j} + \Delta H_{f,j}) + \frac{3k_{b}T}{2} + Nk_{b}T \\
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U_{i} = \displaystyle\sum_{j=1}^{m} c_{i,j}(u_{j} + \Delta H_{f,j}) + \frac{3k_{B}T}{2} + Nk_{B}T \\
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where *m* is the number of species, :math:`c_{i,j}` is the
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concentration of species *j* in particle *i*, :math:`u_j` is the
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internal energy of species j, :math:`\Delta H_{f,j} is the heat of
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formation of species *j*, N is the number of molecules represented
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by the coarse-grained particle, :math:`k_b` is the Boltzmann constant,
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by the coarse-grained particle, :math:`k_B` is the Boltzmann constant,
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and *T* is the temperature of the system. Additionally, it is
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possible to modify the concentration-dependent particle internal
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energy relation by adding an energy correction, temperature-dependent
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