Liquid Structure of Solutions
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Aqueous Interfaces and
Vibrational Spectroscopy
Shown is a picture of an ice water interface, its dynamics animated
below.
An animation of our latest work on ice-water to help interpret Sum Frequency Generation (SFG) spectroscopy of the interface. The file is MPEG and is somewhat large (~1Mb) displaying about 10 picoseconds of dynamics!
Directly below are the infrared spectrum
of liquid water and heavy water, both the experimentally measured
and theoretically calculated spectra are presented. INM represents
the instantaneous normal mode spectrum and TCF is the spectrum that results from
a time correlation function calculation.

And here are animations of the motions in liquid water that result in the broad O-H absorption peak that is well known to all chemists and chemistry students. The arrows represent the condensed phase motions of the molecules for the given mode with a known frequency.

The figure below shows the SFG spectrum for the water/vapor interface calculated using Time Correlation Function (TCF) methods. By comparing this spectrum to the inset experimental spectrum (by Shen, et al.), we can see that TCF theory is capable of accurately reproducing the shape and polarization dependence of the signal.

Here, we have identified species that give rise to spectral peaks for the water/vapor interface. The water molecule shown in blue is a free O-H mode at 3694 cm-1, green represents a wagging motion at 858 cm-1, black highlights a translation parallel to the interface at 197 cm-1, and yellow is a translation perpendicular to the interface at 46 cm-1.

Molecularly detailed information can be obtained for other interfaces using similar methods, as is shown below for the water/CCL4 interface.

Hydrogen Storage in Charged Metal-Organic Frameworks
Additional areas of active study include Monte Carlo simulations of metal-organic framework materials (MOFs) in order to model hydrogen sorption. In particular, we are interested in materials that exhibit large molecular hydrogen uptake capacity, and understanding the physical characteristics that lead to enhanced hydrogen uptake.
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Volume Determination of Globular Proteins
Using molecular dynamics methods, we are interested in studying the molecular volumes of various proteins, in order to link specific events to the thermodynamic observables that experimentalists measure. Shown below is a periodic cell containing myoglobin solvated with 10,796 water molecules, in comparison with a system containing only the bulk water. The difference in volume between each cell under NPT dynamics results in the apparent molecular volume of the myoglobin. Click here to see a rotating 3-D animation of the myoglobin system dynamics!

The comparison below shows the alignment between the X-ray crystal structure of myoglobin versus the equilibrium structure due to solvation in the NPT ensemble. While the root mean squared deviation between the two configurations was 2.34 Å, the region near the GLY80 shows a difference of 6.0 Å.

myoglobin+water vs. bulk water volume
25 deg C / 1 atm

The chart above shows the volume signals for both the solvated myoglobin system and the bulk water. We can see that after initial equilibration, the volumes fluctuate about their average volumes for the 10 ns trajectory.