2019
DOI: 10.1016/j.heliyon.2019.e01729
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Synthesis, characterization and anticandidal activity of dioxomolybdenum(VI) complexes of the type [MoO2{ON=C(CH3)Ar}2] and [MoO2{OC(R)CHC(R’)=NC6H5}2]

Abstract: Interaction of [MoO 2 (acac) 2 ] with internally functionalized oximes like HON=C(CH 3 )Ar (Ar = C 4 H 3 S, C 4 H 3 O or C 5 H 4 N) and Schiff's Bases derived from β – diketones like HOC(R)CHC(R′)=NC 6 H 5 (R = R’ = CH 3 or C 6… Show more

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Cited by 6 publications
(12 citation statements)
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“…The conductivity test of complexes (2-13) revealed that these complexes are nonelectrolytes with molar conductance ranging from 3.9-to 28.1 Ω −1 cm 2 mol −1 . [39] The analytical and spectral analyses data were provided in Section 2.3, showed that the complexes (2-4), (7)(8)(9)(10)(11) and (12)(13) were composed in molar ratio (1 L:1 M) while the complexes (5)(6) and (11) were composed in molar ratio (2 L:1 M), which is consistent with the proposed structures (Figures 2 and 3).…”
Section: Biological Activitysupporting
confidence: 82%
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“…The conductivity test of complexes (2-13) revealed that these complexes are nonelectrolytes with molar conductance ranging from 3.9-to 28.1 Ω −1 cm 2 mol −1 . [39] The analytical and spectral analyses data were provided in Section 2.3, showed that the complexes (2-4), (7)(8)(9)(10)(11) and (12)(13) were composed in molar ratio (1 L:1 M) while the complexes (5)(6) and (11) were composed in molar ratio (2 L:1 M), which is consistent with the proposed structures (Figures 2 and 3).…”
Section: Biological Activitysupporting
confidence: 82%
“…[78,79] The observed order for complex (10) g jj > g ⊥ confirmed that the unpaired electron is centralized in d x2 − y2 orbital and the geometry of this complex is SP and ruling out the probability of a TBP geometry that could be predicted to have g jj < g ⊥ . [78,80] The g values for Cu 2+ complexes (7)(8) and (10)(11) supported that they have one of the following geometries: an octahedral, square planar, or SP while the trend g jj > g ┴ > 2.0023 suggests that these geometries could be deformed. [81,82] The g value can be correlated to the parameter term of exchange interaction G by equation, G = (g jj − 2)/(g ┴ − 2).…”
Section: Esr Of Vo 2+ Complexmentioning
confidence: 89%
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