Abstract

The carbon-13 paramagnetic line widths (T −1 2p) and shifts (Δω p) of 1 M solutions of pyrrolidine (I), tetrahydrofuran (II), and tetrahydrothiophen (III) in the presence of 10 −2 M Ni(dpm) 2 have been studied over a temperature range from 193 to 328 K. ▪ The experimental shift and line width at each temperature depends on the isotropic shift of the complex-bond ligand (Δω M), lifetime of the ligand in the complex (τ M), and the nuclear spin-spin relaxation time in the complex (T 2M) in the manner described by Swift and Connick [1]. Some different models for the temperature dependence of Δω M, τ M and T 2M are set up and tested by simultaneous fitting of the experimental shift and line width data to the Swift and Connick expressions. The paramagnetic shifts show (especially for tetrahydrofuran) a clear non-Curie behaviour in the high temperature range. It was found that a fit to the experimental data could be obtained with an expression for Δω M which, apart from the usal Curie 1/T term due to the contact shift, also included a 1/T 2 term. The temperature dependence of τ M is given by the usual transition state theory expression. For T 2M we adopt a model using the modified Solomon-Bloembergen equations [2] with an assumption that the electronic relaxation is caused by the modulation of the static zero field splitting (ZFS) by molecular reorientation [3]. An advantage of this model is that it also allows calculation of the paramagnetic contribution to the nuclear spin-lattice relaxation time. Using also some 13C T 1 experiments, some of the parameters of the model may therefore be calibrated. With the above model for the temperature dependence, T 2p and Δω p have been simultaneously fitted to the Swift and Connick expressions, using a seven parameter non linear least squares procedure. The activation parameters and the exchange rates for the ligand exchange process in the three different complexes have been obtained. Furthermore, from the data analysis, the zero field splitting parameters, the carbon-13electron hyperfine coupling constants, the molecular reorientation correlation times and the electronic relaxation times in the complexes have been estimated.

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