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@ -202,10 +202,12 @@ length by a factor of 11 as it would with <I>erate</I>, but by a factor of
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</P>
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<P>Note that to change the volume (or cross-sectional area) of the
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simulation box at a constant rate, you can change multiple dimensions
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via <I>erate</I> or <I>trate</I>. E.g. to double the box volume every
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picosecond, you could set "x trate M", "y trate M", "z trate M", with
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M = pow(2,1/3) - 1 = 1.26, since if each box dimension grows by 26%,
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the box volume doubles.
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via <I>erate</I> or <I>trate</I>. E.g. to double the box volume in a picosecond
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picosecond, you could set "x erate M", "y erate M", "z erate M", with
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M = pow(2,1/3) - 1 = 0.26, since if each box dimension grows by 26%,
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the box volume doubles. Or you could set "x trate M", "y trate M", "z
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trate M", with M = ln(1.26) = 0.231, and the box volume would double
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every picosecond.
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</P>
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<P>The <I>volume</I> style changes the specified dimension in such a way that
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the box volume remains constant while other box dimensions are changed
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@ -192,10 +192,12 @@ length by a factor of 11 as it would with {erate}, but by a factor of
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Note that to change the volume (or cross-sectional area) of the
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simulation box at a constant rate, you can change multiple dimensions
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via {erate} or {trate}. E.g. to double the box volume every
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picosecond, you could set "x trate M", "y trate M", "z trate M", with
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M = pow(2,1/3) - 1 = 1.26, since if each box dimension grows by 26%,
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the box volume doubles.
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via {erate} or {trate}. E.g. to double the box volume in a picosecond
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picosecond, you could set "x erate M", "y erate M", "z erate M", with
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M = pow(2,1/3) - 1 = 0.26, since if each box dimension grows by 26%,
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the box volume doubles. Or you could set "x trate M", "y trate M", "z
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trate M", with M = ln(1.26) = 0.231, and the box volume would double
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every picosecond.
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The {volume} style changes the specified dimension in such a way that
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the box volume remains constant while other box dimensions are changed
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