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Ene-1,1-dithiols

Enedisulfides Ene-1,1-dithiols Ketene mercaptal monosulfonium salts Ketene mercaptals... [Pg.578]

As happens for dioxolenes, dithiolenes can undergo the reversible sequence 1,2-dithionej 1,2-dithione monoanion/ene-1,2-dithiolate illustrated in Scheme 6. [Pg.356]

The metal is chelated by an ene-1,2-dithiolate (dithiolene) of the dihydropyran ring which is fused to a partially reduced pteridine 178. The syntheses of these molybdopterin-related proligands were described as model compounds for verification of the stability in vitro <2001CC 123>. The proligand 179 is a relatively stable compound however, after several weeks, the pyran ring opened and oxidation to the diol derivatives 180 was observed (Scheme 35). [Pg.948]

The interesting ligand (l)136 has two potential chelating modes upon ionization. Depending on its tautomeric state, either N,S or S,S coordination allows it to act as a bidentate chelating ligand. Apparently, it acts as a 2-aminocyclopent-l-ene-l-carbodithioate, i.e. as a 1,1-dithiolate, to form Mo02L2 complexes.136... [Pg.1388]

Figure 1. Valence bond description of the various dithiolene ligand forms. Two-electron oxidation of the dianionic ene-1,2-dithiolate results in the formation of the 1,2-dithione and 1,2-dithiete resonance forms. Figure 1. Valence bond description of the various dithiolene ligand forms. Two-electron oxidation of the dianionic ene-1,2-dithiolate results in the formation of the 1,2-dithione and 1,2-dithiete resonance forms.
Figure 2. Qualitative MO description of the four dithiolene ti valence orbitals. Electron occupancies are given for the l,2-dithione/l,2-dithiete resonance forms (A) and the dianionic ene-1,2-dithiolate (B). [Adapted from (283)]. Figure 2. Qualitative MO description of the four dithiolene ti valence orbitals. Electron occupancies are given for the l,2-dithione/l,2-dithiete resonance forms (A) and the dianionic ene-1,2-dithiolate (B). [Adapted from (283)].
With respect to the oxo-molybdenum mono(dithiolenes), cpM are the Mo d orbitals (e.g.,

atomic sulfur p orbital functions. Experimental studies have shown that the dominant contributor to the oscillator strengths of all transitions are integrals of the form (xnMXn) (310-312), which, in the limit of no overlap between the two sulfur p orbitals on different atoms reduces to (311). [Pg.118]


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