2013
DOI: 10.1016/j.ssc.2013.03.025
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Correlation and dephasing effects on the non-radiative coherence between bright excitons in an InAs QD ensemble measured with 2D spectroscopy

Abstract: Exchange-mediated fine-structure splitting of bright excitons in an ensemble of InAs quantum dots is studied using optical twodimensional Fourier-transform spectroscopy. By monitoring the non-radiative coherence between the bright states, we find that the fine-structure splitting decreases with increasing exciton emission energy at a rate of 0.1 µeV/meV. Dephasing rates are compared to population decay rates to reveal that pure dephasing causes the exciton optical coherences to decay faster than the radiative … Show more

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Cited by 30 publications
(25 citation statements)
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“…We note that the factor of one-half in front of T 1 for the expression for interband optical decoherence is absent in the expression above for valley coherence, since recombination from either valley contributes to valley decoherence. With the assumption that scattering events in the K and K ′ valleys are uncorrelated, we can express the valley coherence time as false(τvfalse)1=false(T1false)1+2false(T2false)1 [33,34], i.e. trion valley coherence is governed by recombination and pure optical dephasing processes.…”
Section: Resultsmentioning
confidence: 99%
“…We note that the factor of one-half in front of T 1 for the expression for interband optical decoherence is absent in the expression above for valley coherence, since recombination from either valley contributes to valley decoherence. With the assumption that scattering events in the K and K ′ valleys are uncorrelated, we can express the valley coherence time as false(τvfalse)1=false(T1false)1+2false(T2false)1 [33,34], i.e. trion valley coherence is governed by recombination and pure optical dephasing processes.…”
Section: Resultsmentioning
confidence: 99%
“…However, singledot experiments, which require long signal integration times, still suffer from spectral diffusion effects that mask the intrinsic recombination dynamics [4,13,14]. These limitations can be avoided by investigating QD ensembles using spin noise spectroscopy [15,16] or nonlinear optical spectroscopy techniques, such as spectral hole burning [17][18][19], four-wave mixing [20], or coherent multidimensional spectroscopy [21,22]. An ultralong coherence time up to ∼1.5 ns, corresponding to a sub-μeV dephasing rate, has been measured for the positively charged exciton in InAs QDs at cryogenic temperature [23].…”
Section: Introductionmentioning
confidence: 99%
“…In a one-quantum (zero-quantum) 2D experiment, interferograms are recorded while stepping the delay τ (T ). The signal is Fourier transformed with respect to this delay to produce a one-quantum (zero-quantum) 2D spectrum that correlates the excitation (mixing) and emission energies [19][20][21][22]. We can also obtain information on twoquantum coherences using a pulse sequence with the con- jugated pulse A incident on the sample last, providing a 2D spectrum that correlates emission and two-quantum excitation energies [23][24][25][26].…”
mentioning
confidence: 99%