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Revision 1475 by gezelter, Fri Sep 17 15:49:25 2004 UTC vs.
Revision 1485 by chrisfen, Tue Sep 21 18:27:12 2004 UTC

# Line 61 | Line 61 | conditions.\cite{Rahman75,Berendsen81,Jorgensen83,Brat
61   Water has proven to be a challenging substance to depict in
62   simulations, and a variety of models have been developed to describe
63   its behavior under varying simulation
64 < conditions.\cite{Rahman75,Berendsen81,Jorgensen83,Bratko85,Berendsen87,Liu96,Berendsen98,Mahoney00,Fennell04,Amoeba,POL3}
64 > conditions.\cite{Stillinger74,Rahman75,Berendsen81,Jorgensen83,Bratko85,Berendsen87,Caldwell95,Liu96,Berendsen98,Dill00,Mahoney00,Fennell04}
65   These models have been used to investigate important physical
66   phenomena like phase transitions, transport properties, and the
67   hydrophobic effect.\cite{Yamada02,Marrink94,Gallagher03} With the
# Line 105 | Line 105 | that are 0.07 g/cm$^3$ less dense on average than ice
105  
106   \begin{figure}
107   \includegraphics[width=\linewidth]{unitCell.eps}
108 < \caption{Unit cells for (A) Ice-{\it i} and (B) Ice-$i^\prime$, the
109 < elongated variant of Ice-{\it i}.  The spheres represent the
108 > \caption{Unit cells for (A) Ice-{\it i} and (B) Ice-{\it i}$^\prime$,
109 > the elongated variant of Ice-{\it i}.  The spheres represent the
110   center-of-mass locations of the water molecules.  The $a$ to $c$
111   ratios for Ice-{\it i} and Ice-{\it i}$^\prime$ are given by
112   $a:2.1214c$ and $a:1.7850c$ respectively.}
# Line 138 | Line 138 | be noted that a second version of Ice-{\it i} (Ice-$i^
138   from which Ice-{\it i} was crystallized (SSD/E) in addition to several
139   common water models (TIP3P, TIP4P, TIP5P, and SPC/E) and a reaction
140   field parametrized single point dipole water model (SSD/RF). It should
141 < be noted that a second version of Ice-{\it i} (Ice-$i^\prime$) was
142 < used in calculations involving SPC/E, TIP4P, and TIP5P. The unit cell
143 < of this crystal (Fig. \ref{iceiCell}B) is similar to the Ice-{\it i}
144 < unit it is extended in the direction of the (001) face and compressed
145 < along the other two faces.
141 > be noted that a second version of Ice-{\it i} (Ice-{\it i}$^\prime$)
142 > was used in calculations involving SPC/E, TIP4P, and TIP5P. The unit
143 > cell of this crystal (Fig. \ref{iceiCell}B) is similar to the Ice-{\it
144 > i} unit it is extended in the direction of the (001) face and
145 > compressed along the other two faces.  There is typically a small
146 > distortion of proton ordered Ice-{\it i}$^\prime$ that converts the
147 > normally square tetramer into a rhombus with alternating approximately
148 > 85 and 95 degree angles.  The degree of this distortion is model
149 > dependent and significant enough to split the tetramer diagonal
150 > location peak in the radial distibution function.
151  
152   \section{Methods}
153  
# Line 484 | Line 489 | and the structure factor ($S(\vec{q})$ for ice $I_c$ a
489   deposition environments, and in clathrate structures involving small
490   non-polar molecules.  Figs. \ref{fig:gofr} and \ref{fig:sofq} contain
491   our predictions for both the pair distribution function ($g_{OO}(r)$)
492 < and the structure factor ($S(\vec{q})$ for ice $I_c$ and for ice-{\it
493 < i} at a temperature of 77K.  In our initial comparison of the
494 < predicted S(q) for Ice-{\it i} and experimental studies of amorphous
495 < solid water, it is possible that some of the ``spurious'' peaks that
496 < could not be assigned in an early report on high-density amorphous
497 < (HDA) ice could correspond to peaks labeled in this
498 < S(q).\cite{Bizid87} It should be noted that there is typically poor
499 < agreement on crystal densities between simulation and experiment, so
495 < such peak comparisons should be made with caution.  We will leave it
496 < to our experimental colleagues to make the final determination on
497 < whether this ice polymorph is named appropriately (i.e. with an
498 < imaginary number) or if it can be promoted to Ice-0.
492 > and the structure factor ($S(\vec{q})$ for ice $I_h$, $I_c$, and for
493 > ice-{\it i} at a temperature of 77K.  In studies of the high and low
494 > density forms of amorphous ice, ``spurious'' diffraction peaks have
495 > been observed experimentally.\cite{Bizid87} It is possible that a
496 > variant of Ice-{\it i} could explain some of this behavior; however,
497 > we will leave it to our experimental colleagues to make the final
498 > determination on whether this ice polymorph is named appropriately
499 > (i.e. with an imaginary number) or if it can be promoted to Ice-0.
500  
501   \begin{figure}
502   \includegraphics[width=\linewidth]{iceGofr.eps}
503 < \caption{Radial distribution functions of Ice-{\it i} and ice $I_c$
504 < calculated from from simulations of the SSD/RF water model at 77 K.}
503 > \caption{Radial distribution functions of ice $I_h$, $I_c$,
504 > Ice-{\it i}, and Ice-{\it i}$^\prime$ calculated from from simulations
505 > of the SSD/RF water model at 77 K.}
506   \label{fig:gofr}
507   \end{figure}
508  
509   \begin{figure}
510   \includegraphics[width=\linewidth]{sofq.eps}
511 < \caption{Predicted structure factors for Ice-{\it i} and ice $I_c$ at
512 < 77 K.  The raw structure factors have been convoluted with a gaussian
513 < instrument function (0.075 \AA$^{-1}$ width) to compensate for the
514 < trunction effects in our finite size simulations. The labeled peaks
515 < compared favorably with ``spurious'' peaks observed in experimental
514 < studies of amorphous solid water.\cite{Bizid87}}
511 > \caption{Predicted structure factors for ice $I_h$, $I_c$, Ice-{\it i},
512 > and Ice-{\it i}$^\prime$ at 77 K.  The raw structure factors have
513 > been convoluted with a gaussian instrument function (0.075 \AA$^{-1}$
514 > width) to compensate for the trunction effects in our finite size
515 > simulations.}
516   \label{fig:sofq}
517   \end{figure}
518  

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