Modeling Hyperfine Coupling in Molecular Magnets
ORAL
Abstract
Nuclear or electron spins of magnetic molecules are promising qubit candidates1. Electron spins are advantageous due to faster operational times, but they decohere faster due to stronger coupling to environment. This project investigates hyperfine couplings in four vanadyl complexes with long decoherence times as qubits2 by electron structure calculations. In all complexes, electron spins are localized on V4+ ion. Using the analytic derivative method based on density functional theory, the Fermi-contact and spin-dipole interactions were calculated. Total hyperfine coupling to vanadium nuclear spin is compared to experiment; Using hybrid functional, good agreement can be achieved. Due to the localized nature of electron spins, the Fermi-contact interaction between an electron spin and hydrogen nuclear spin is only strong for the smallest complex. Hyperfine coupling to hydrogen nuclear spins as the main source of electron spin decoherence can be modeled by spin-dipole interactions.
1 Leuenberger, M.N. et. al. 2001. Quantum computing in molecular magnets. Nature, 410.
2 Graham, M. J. et. al. Synthetic Approach To Determine the Effect of Nuclear Spin Distance on Electronic Spin Decoherence. J. of Am. Chem. Society. 2017, 139.
1 Leuenberger, M.N. et. al. 2001. Quantum computing in molecular magnets. Nature, 410.
2 Graham, M. J. et. al. Synthetic Approach To Determine the Effect of Nuclear Spin Distance on Electronic Spin Decoherence. J. of Am. Chem. Society. 2017, 139.
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Presenters
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Cong Hu
University of Connecticutt, Physics, Univ of Connecticut - Storrs
Authors
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Cong Hu
University of Connecticutt, Physics, Univ of Connecticut - Storrs
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Jia Chen
Department of Physics, Center for Molecular Magnetic Quantum Materials and Quantum Theory Project, University of Florida, University of Florida, Physics, University of Florida
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Xiaoguang Zhang
University of Florida, Department of Physics, University of Florida, Department of Physics, Center for Molecular Magnetic Quantum Materials and Quantum Theory Project, University of Florida, Physics, University of Florida