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Furthermore, with high-speed imaging, an intuitionistic ignition process and several consecutive steady-state images reveal that lean conditions make it easy to drive the combustion instabilities and that the center swirl intensity has a moderate influence on the flame oscillation strength.
In addition, larger GaAs DE QDs can be grown on AlGaAs without strain effect, for larger oscillation strength, compared with InAs QDs on GaAs.
ZnO/MgZnO quantum well (QW) has been considered as one of the most promising structures due to its larger oscillation strength, enhanced binding energy in the excitonic region[1], and tunability of operating wavelength[2].
Cross-correlation histograms revealed a noticeable correlation increase between the surface ECoG and the underlying intracortical LFP after injection of ketamine or MK-801 (Fig. 6E), with an oscillation strength about tenfold lower than the full scale ( = 1) and with a variable time lag (0 10 ms).
This effect was independent of the attenuation in oscillation strength.
(H ) Top: Gamma oscillation strength plotted as a function of standard deviation of the noise current.
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Based on the theoretical results, the single-particle spectra, density of states (DOS), charge densities, overlaps of electron and hole wave function, oscillation strengths and excitonic energies are mainly analyzed as a function of CdSe shell thicknesses.
The control and tunability of the strain distribution, single-particle spectra, density of states, overlaps, oscillation strengths, excitonic states and radiative lifetimes by properly engineering structural ratios are mainly elucidated and quantified.
The atomistic tight-binding model (TB) and a configuration interaction method (CI) are implemented to calculate the single-particle spectra, optical band gaps, ground-state wave function overlaps, ground-state oscillation strengths, ground-state coulomb energies, ground-state exchange energies and Stokes shift as a function of ZnS external growth shell thicknesses.
The detailed calculations, consisting of single-particle spectra, optical band gaps, ground-state wave function overlaps, ground-state oscillation strengths, ground-state coulomb energies, ground-state exchange energies and excitonic splitting energies, are all sensitive with the type and dimension of the coated shells.
The distributions of oscillation strengths (hereafter oscillation scores) and frequencies for all significant modes (n=5×163=815) are shown in Figure 6a,b.
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