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Molecular Physics
An International Journal at the Interface Between Chemistry and Physics
Volume 111, 2013 - Issue 14-15: Dedicated to Martin Quack on the Occasion of his 65th Birthday
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Invited Article

The electronic structure of TEMPO, its cation and anion

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Pages 2033-2040 | Received 07 Feb 2013, Accepted 25 Feb 2013, Published online: 02 Apr 2013
 

Abstract

The electronic structure of TEMPO (2,2,6,6-Tetramethylpiperidine-N-oxyl) and its cation and anion were studied experimentally using the electron spectroscopy techniques, dissociative electron attachment (DEA) spectroscopy, electron energy-loss spectroscopy, measurement of elastic and vibrational excitation (VE) cross sections and HeI photoelectron spectroscopy. The experiments were supplemented by quantum-chemical calculations of excitation energies, ionisation potential and the Franck–Condon profile of the first photoelectron band. Electron energy-loss spectra were recorded up to 12 eV and revealed a number of bands that were assigned to two valence and a number of Rydberg transitions. VE cross sections reveal a broad band in the 3–12 eV range, assigned to σ* shape resonances and signals in the 0–1 eV range, assigned to a shape resonance corresponding to a temporary capture of the incident electron in the (already singly occupied) π* orbital. Narrow threshold peaks in the VE cross sections are assigned to dipole-bound resonances. The major DEA fragment was found to be O, with bands at 5.0 and 6.87 eV, assigned to core excited resonances.

Acknowledgements

This work was supported by projects No. 200020-144367/1 and PZ00P2_132357/1 of the Swiss National Science Foundation and the SFB 813 (‘Chemistry at Spin Centers’) of the German Science Foundation.

Notes

aDoublet, four roots, CAS(5,6).

bTwo-configurational valence–Rydberg mixed state composed of π → π*(β) and π*(SOMO) → 3p single excitations.

cState-averaged doublet/quartet; four/four roots; CAS(5,6), def2-TZVP.

dTZVP basis set used in the PBE0 computations.

eTaken as the first shoulder and the band maximum, respectively. Section 3.1 discusses the limits of this interpretation.

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