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@ -32,7 +32,7 @@ tensor :math:`\varepsilon` elements. These values are related to:
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C^{B}_{i,j}=\frac{1}{V}\frac{\partial{}^2U}{\partial{}\varepsilon_{i}\partial\varepsilon_{j}}
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also called the Born term of elastic contants in the stress-stress fluctuation
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also called the Born term of elastic constants in the stress-stress fluctuation
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formalism. This quantity can be used to compute the elastic constant tensor.
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Using the symmetric Voigt notation, the elastic constant tensor can be written
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as a 6x6 symmetric matrix:
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@ -114,11 +114,11 @@ LAMMPS was built with that package. See the :doc:`Build package <Build_package>
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The Born term can be decomposed as a product of two terms. The first one
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is a general term which depends on the configuration. The second one is
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specific to every interaction composing your forcefield (non-bonded,
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specific to every interaction composing your force field (non-bonded,
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bonds, angle...). Currently not all interaction implement the *born_matrix*
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method giving first and second order derivatives and a warning will
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be raised if you try to use this compute with such interactions. The returned
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values of this forcefield component is currently zero.
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values of this force field component is currently zero.
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Default
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"""""""
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@ -3550,6 +3550,7 @@ Voronoi
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VORONOI
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Vorselaars
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Voth
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Voyiatzis
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vpz
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vratio
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Vries
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@ -3614,6 +3615,7 @@ Wittmaack
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wn
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Wolde
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workflow
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Workum
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Worley
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Wriggers
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Wuppertal
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