2019
DOI: 10.1002/slct.201803958
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Design of Robust Organosuperbases and Anion Receptors by Combination of Azine Heterocycle Skeleton and Phosphazene Motif

Abstract: In the present study, the proton affinity (PA) and the gas phase basicity have been calculated for a series of azine heterocycles bearing phosphazene motif by using the B3LYP/6-31 + G(d,p) method. The results indicate that the designed compounds meet remarkable superbasicity. The calculated PAs are in the range of 931-1117 kJ mol À 1 . The studied molecules have flexible structure and can be used as anion receptors through strong hydrogen bonding. The interaction of superbases 7-9 with F À , Cl À and NO 3 À an… Show more

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Cited by 9 publications
(4 citation statements)
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“…The addition of one or two substituents such as Me, NR 2 , and N=A(NR 2 ) n at the C atoms of the cyclopropene ring in the parent systems I.1 and II.1 ( Figure 1 ), influences the distribution of all labile n- and π-electrons in monosubstituted ( I.2-I.7 and II.2-II.7 ) and unsymmetrically disubstituted derivatives ( I.8-I.11 and II.8-II.11 ) investigated in this work, as in the symmetrically disubstituted derivatives ( I.12-I.17 and II.12-II.17 ) already studied in Part I [ 9 ]. The pushing effects of the amino, guanidino, and phosphazeno groups have been documented for other π-electron N-bases, their structures and thermochemical properties (particularly for imines) [ 1 , 2 , 4 , 5 , 31 , 32 , 33 ]. In the case of nitriles with the methylenecyclopropene and cyclopropenimine transmitters, the pushing effects of NR 2 and N=A(NR 2 ) n can be qualitatively illustrated by various resonance structures that can be written for their neutral and protonated forms ( Schemes S2 and S3 in SM ).…”
Section: Resultsmentioning
confidence: 99%
“…The addition of one or two substituents such as Me, NR 2 , and N=A(NR 2 ) n at the C atoms of the cyclopropene ring in the parent systems I.1 and II.1 ( Figure 1 ), influences the distribution of all labile n- and π-electrons in monosubstituted ( I.2-I.7 and II.2-II.7 ) and unsymmetrically disubstituted derivatives ( I.8-I.11 and II.8-II.11 ) investigated in this work, as in the symmetrically disubstituted derivatives ( I.12-I.17 and II.12-II.17 ) already studied in Part I [ 9 ]. The pushing effects of the amino, guanidino, and phosphazeno groups have been documented for other π-electron N-bases, their structures and thermochemical properties (particularly for imines) [ 1 , 2 , 4 , 5 , 31 , 32 , 33 ]. In the case of nitriles with the methylenecyclopropene and cyclopropenimine transmitters, the pushing effects of NR 2 and N=A(NR 2 ) n can be qualitatively illustrated by various resonance structures that can be written for their neutral and protonated forms ( Schemes S2 and S3 in SM ).…”
Section: Resultsmentioning
confidence: 99%
“…Very recently, bifunctional (thio)urea-phosphazene catalysts were used in ROP of d,l-LA, δVL, and εCL [192]. Note that quantum chemical methods were successfully applied for the design of novel phosphazene catalysts in terms of Brønsted basicity [193,194]. We believe that DFT modeling could also be usefully extended to phosphazene-catalyzed ROP of different substrates.…”
Section: Phosphazenes: a Regrettable Lacuna In Dft Modelingmentioning
confidence: 99%
“…[ 2–5 ] The other organosuperbases that are not naphthalene based were also examined experimentally and computationally. [ 6–17 ] Some of the introduced superbases meet much higher basicity than DMAN, which is mainly due to the unique stability of their conjugate acids. In general, stability and positive charge delocalization in the conjugate acid of the base are provided by the solvation, resonance, IHBs, and use of electron‐donating groups.…”
Section: Introductionmentioning
confidence: 99%