The image to the right is the best geometry optimization of phenol. The
best geometry optimization was found to be the DZV level of theory. The
DZV level of theory was determined to be the best because it gave
values that were the closest to reported literature values of bond
length for phenol.
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The image to the left is the HOMO
(highest occupied molecular orbital) of phenol. Phen has a total of 50
electrons present, 36 from the 6 carbons present, 8 from the oxygen,
and 6 from the 6 hydrogens present. Therefore the highest occupied
molecular orbital is the 25th molecular orbital. The best geometry
optimization, the DZV level of theory, was used to calculate the
molecular orbital diagram. These molecular orbitals shown are examples
of bonding molecular orbitals.
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The image to the right is the LUMO
(lowest unoccupied molecular orbital) of phenol. This would be the 26th
orbital because the molecule has 50 electrons, and they fill up to the
25 molecular orbitals with paired electrons. As can be seen from the
image to the right, the molecular orbitals are antibonding orbitals.
This means that the red and blue regions do not constructively interact.
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The image to the left is a live display of the electrostatic potential
of phenol on the molecular surface. The best goemetry optimization was
used for this calculation as well, which was the DZV level of theory.
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The image to the
right is the calculated dipole moments of the atoms of the phenol
molecule. This was found using the DZV level of theory from the GAMESS
package. The experimental values are as follows:
Level of calculation: DZV 31G 21G Dipole moment1: -1.822 -1.452 -1.631 Dipole moment: -1.814 -1.769 -1.620 The units for all of the dipole moments are debeyes. The dipole moments that we calculated, the second row, are very similar to those found in the literature. 1 Calculated Electric Dipole Moments for Water, http://cccbdb.nist.gov/dipole2.asp accessed Mar 5 2011. |