Abstract

We report a combined experimental and computational study of the synthesis and electronic structure of titanium borylimido compounds. Three new synthetic routes to this hitherto almost unknown class of Group 4 imide are presented. The double-deprotonation reaction of the borylamine H2NB(NAr'CH)2 (Ar' = 2,6-C6H3iPr2) with Ti(NMe2)2Cl2 gave Ti{NB(NAr'CH)2}Cl2(NHMe2)2, which was easily converted to Ti{NB(NAr'CH)2}Cl2(py)3. This compound is an entry point to other borylimides, for example, reacting with Li2N2pyrNMe to form Ti(N2pyrNMe){NB(NAr'CH)2}(py)2 and with 2 equiv of NaCp to give Cp2Ti{NB(NAr'CH)2}(py) (23). Borylamine-tert-butylimide exchange between H2NB(NAr'CH)2 and Cp*Ti(NtBu)Cl(py) under forcing conditions afforded Cp*Ti{NB(NAr'CH)2}Cl(py), which could be further substituted with guanidinate or pyrrolide-amine ligands to give Cp*Ti(hpp){NB(NAr'CH)2} (16) and Cp*Ti(NpyrNMe2){NB(NAr'CH)2} (17). The Ti-Nim distances in compounds with the NB(NAr'CH)2 ligand were comparable to those of the corresponding arylimides. Dialkyl- or diaryl-substituted borylamines do not undergo the analogous double-deprotonation or imide-amine exchange reactions. Reaction of (Cp″2Ti)2(μ2:η1,η1-N2) with N3BMes2 gave the base-free, diarylborylimide Cp″2Ti(NBMes2) (26) by an oxidative route; this compound has a relatively long Ti-Nim bond and large Cp″-Ti-Cp″ angle. Reaction of 16 with H2NtBu formed equilibrium mixtures with H2NB(NAr'CH)2 and Cp*Ti(hpp)(NtBu) (ΔrG = -1.0 kcal mol-1). In contrast, the dialkylborylimide Cp*Ti{MeC(NiPr)2}(NBC8H14) (2) reacted quantitatively with H2NtBu to give the corresponding tert-butylimide and borylamine. The electronic structures and imide-amine exchange reactions of half-sandwich and sandwich titanium borylimides have been evaluated using density functional theory (DFT), supported by quantum theory of atoms in molecules (QTAIM) and natural bond orbital (NBO) analysis, and placed more generally in context with the well-established alkyl- and arylimides and hydrazides. The calculations find that Ti-Nim bonds for borylimides are stronger and more covalent than in their organoimido or hydrazido analogues, and are strongest for alkyl- and arylborylimides. Borylamine-tert-butylimide exchange reactions fail for H2NBR2 (R = hydrocarbyl) but not for H2NB(NAr'CH)2 because the increased strength of the new Ti-Nim bond for the former is outweighed by the increased net H-N bond strengths in the borylamine. Variation of the Ti-Nim bond length over short distances is dominated by π-interactions with any appropriate orbital on the Nim atom organic substituent. However, over the full range of imides and hydrazides studied, overall bond energies do not correlate with bond length but with the Ti-Nim σ-bond character and the orthogonal π-interaction.

Highlights

  • As summarized in several reviews,[1] the synthesis, bonding, and reactivity of Group 4 terminal organoimido complexes (L)M(NR) (M = Group 4 metal, R = alkyl or aryl) have seen considerable activity since Bergman, Wolczanski, Rothwell, and Roesky’s initial reports in these areas.[2]

  • In addition to the continuing interest in Group 4 imido chemistry, the past 10 years in particular have seen a number of advances in the corresponding dialkyl- or diarylhydrazido(2−) complexes (L)M(NNR2) (M = Group 4, R = alkyl or aryl)[4] where the hydrocarbyl Nim-substituent of an organoimido group is replaced by a heteroatom donor

  • We have reported density functional theory (DFT) and natural bond orbital (NBO)[7] studies of these effects, including the cyclopentadienylamidinate complexes Cp*Ti{MeC(NiPr)2}(NR) (R = hydrocarbyl, NR′2 or OR′), which can be prepared for a range of imido and related functional groups.3h,4r,6b,8

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Summary

Introduction

In order to gain better insight into the relative bonding capabilities and the imide-amine exchange reactions we used the quantum theory of atoms in molecules (QTAIM)[34] method together with computed bond dissociation energies for the metal complexes CpTi{MeC(NMe)2}(NR) (ΔETi−N(R)) and their corresponding amines H2NR (ΔE2H−N(R)), as well as the optimized Ti−Nim and Nim−R distances.

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