Mo Dithiolene Complexes as Models for Hydrodesulfurization Catalysts
[
[
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[
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See ref. and D. J. Harrison, U. Fekl, Chem. Commun. 2009,
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[
[
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31] The degree of trigonal prismatic character by the S–M–Strans
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sulfur atoms on one triangular face of a trigonal prism and
then measuring the S–M–S angles to all the sulfur atoms on
the opposite triangular face. Nine angles are obtained this way.
The average of the three largest angles is used to determine the
degree of octahedral vs. trigonal prismatic character using S–
M–Strans. The S–M–Strans values for a perfect octahedron and
a perfect trigonal prism are 180° and 136°, respectively. Small
chelate bite angles may constrain S–M–Strans from reaching the
octahedral limit, so a correction is applied (εcorr). εcorr is found
by εcorr = 90° + S–M–Sintra, where S–M–Sintra is the average of
the three smallest angles S–M–S angles that correspond to the
sulfur atoms on the same chelating ligand (chelate “bite”). Fi-
nally the degree of prismatic character on the scale ranging
from perfect octahedron (0%) to perfect trigonal prism (100%
TP) is found by using %TP = [1 – (S–M–Strans – 136°)/(εcorr
1
–
36°)] ϫ100%. This criterion is paraphrased from ref.[ but
30]
inversely scaled so that trigonal prismatic character is 100%
while octahedral is 0%.
[
32] For some sense of distortion, the largest deviation is found by
removing the S–M–Sintra angles from the previous set of nine
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smallest and largest angles in the remaining six.
31]
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n
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Received: March 8, 2010
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Published Online: July 6, 2010
Eur. J. Inorg. Chem. 2010, 3577–3585
© 2010 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim
www.eurjic.org
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