1990
DOI: 10.1103/physrevlett.64.3101
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Sikorski and Merkt reply

Abstract: Sikorski and Merkt Reply: Collective modes as suggested by Que in his Comment' are not of importance for the far-infrared resonances of our samples. Coulomb coupling between individual dots in our arrays is strongly suppressed by the metal Schottky gate which is in close proximity to the electron dots. Our observation that the resonance frequency does not depend on electron number ' is essentially described by a recent theorem of Brey, Johnson, and Halperin that also applies to quantum dots in a parabolic co… Show more

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Cited by 17 publications
(18 citation statements)
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“…The resonances summarized in Fig. 2(b) differ quite strongly from those observed in quantum dots [14,17], where in general, only two resonances are observed, one of which increases with increasing field, whereas the other decreases. On the other hand, Fig.…”
mentioning
confidence: 64%
“…The resonances summarized in Fig. 2(b) differ quite strongly from those observed in quantum dots [14,17], where in general, only two resonances are observed, one of which increases with increasing field, whereas the other decreases. On the other hand, Fig.…”
mentioning
confidence: 64%
“…The theorem states that only the center-of-mass (CM) degree of freedom couples to a spatially homogenous electromagnetic field. In previous studies of excitations in quantum dots by coupling radiation via antennas only CM excitations were found [11,19,20]. Here we 'move' the radiation source close to the quantum dots, in an attempt to verify whether the inhomogeneity of the near-field radiation affects the electronic excitations.…”
mentioning
confidence: 93%
“…In contrast to the excitation spectrum of real atoms or molecules, the spectrum of single or even coupled quantum dots reveals a striking difference in the discrete level structure. For quantum dots it has been shown in a whole variety of experiments that Kohn's theorem [17] prevails [18,19]. The theorem states that only the center-of-mass (CM) degree of freedom couples to a spatially homogenous electromagnetic field.…”
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confidence: 99%
“…Since the very first demonstration of feasibility of observation of speckles by coherent hard X-rays (Sutton et al, 1991), XPCS has been successfully applied to study a wide range of systems encompassing both soft and hard matter. The studies so far have covered diverse systems, such as colloidal suspensions Sikorski et al, 2011a), gels (Bandyopadhyay et al, 2004;Madsen et al, 2010), liquid crystals (Sikharulidze et al, 2002), polymers (Kim et al, 2003;Jiang et al, 2007), liquid surfaces (Madsen et al, 2004) and hard materials (Fluerasu et al, 2005;Ruta et al, 2014). A variant of the technique, termed X-ray speckle visibility spectroscopy, has also been employed for the measurement of dynamics.…”
Section: Introductionmentioning
confidence: 99%