Theory of the time-resolved Kerr rotation on trapped holes
arXiv:0910.4287 · doi:10.1103/PhysRevB.81.115306
Abstract
We formulate a model of the time-resolved Kerr rotation experiment on a single hole in a semiconductor nanostructure (e.g., a quantum dot) or on an ensemble of trapped holes (e.g., in a quantum well) in a tilted magnetic field. We use a generic Markovian description of the hole and trion dephasing and focus on the interpretation of the time-resolved signal in terms of the microscopic evolution of the spin polarization. We show that the signal in an off-plane field contains components that reveal both the spin relaxation rate and the spin coherence dephasing rate. We derive analytical formulas for the hole spin polarization, which may be used to extract the two relevant rates by fitting to the measurement data.
13 pages, 7 figures
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Cited by in corpus (6)
- Coherent spin dynamics of electrons and excitons in nanostructures
- Coherent spin dynamics of electrons and holes in semiconductor quantum wells and quantum dots under periodical optical excitation: resonant spin amplification versus spin mode-locking
- Decoherence-assisted initialization of a resident hole spin polarization in a two-dimensional hole gas
- Optical initialization of hole spins in p-doped quantum dots: orientation efficiency and loss of coherence
- Spin dynamics in p-doped semiconductor nanostructures subject to a magnetic field tilted from the Voigt geometry
- Spin dynamics and magneto-optical response in charge-neutral tunnel-coupled quantum dots