10.1002/chem.201605546
Chemistry - A European Journal
FULL PAPER
performed in acetonitrile with 0.1 M TBAPF6 as the supporting electrolyte
and 0.5 mM of the catalysts 1 and 2 at –1.5 V and –1.7 V vs. SCE,
respectively. The acids H2O, TFE and phenol were added to the solution
in equimolar quantity (2.7 M). A controlled flow of CO2 (50 mL min–1),
measured just before arrival into the cell, was maintained during the CPE
measurements by means of a Smart Trak 100 (Sierra) flow controller. All
the electrochemical cells were airtight and equipped with a bubbler that
maintained the inner atmosphere but avoided gas overpressure.
Sanpaolo) is gratefully acknowledged. J.F. thanks the Grant
Agency of the Czech Republic (grant 14-05180S) for support.
Keywords: carbon dioxide • manganese • electrochemistry •
DFT calculations • electrocatalysis
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Computational Details
DFT calculations were performed using Gaussian 09 Rev. D.01,[34]
including the solvent effect by the conductor-like polarizable continuum
model (CPCM)[35] with acetonitrile as solvent. Geometry optimizations
were carried out without any constraints using the B3LYP functional,[36]
the optimized def2-TZVP basis set for Mn and Br and the def2-SVP basis
set[37] for all other atoms. The D3 version of Grimme’s dispersion method
was applied adopting the Becke-Johnson damping scheme.[38] Gibbs
Free Energies were determined by thermal corrections for entropy and
enthalpy at 298 K to the electronic energies. In these calculations, the
computed harmonic frequencies were scaled by 0.952 to account for
anharmonicity. For radical anions, unrestricted Kohn–Sham formalism
(UKS) was adopted. The nature of all stationary points were confirmed by
normal-mode analysis (no imaginary frequencies were found).
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Acknowledgements
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Financial support from project PHOTORECARB (Progetti di
Ateneo/CSP 2012, Call 03, Università di Torino & Compagnia
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