Read e-book online Quantum optics with semiconductor nanostructures PDF
By Frank Jahnke
An knowing of the interplay among mild and topic on a quantum point is prime to realizing optical applied sciences and has many functions during this region. The quantum nature of the interplay has lately attracted nice awareness for functions of semiconductor nanostructures in quantum details processing. Professor Frank Jahnke offers a key consultant to the speculation, experimental recognition, and destiny power of semiconductor nanostructures within the exploration of quantum optics.Part one offers an outline of unmarried quantum dot structures, starting with a glance at resonance fluorescence emission, sooner than the second one part is going directly to discover nanolasers with quantum dot emitters. the subsequent components specialise in light-matter interplay in semiconductor nanostructures and discover all-solid-state quantum optics, crystal nanobeam cavities and quantum-dot microcavity platforms. ultimately, the concluding workforce of chapters investigates ultrafast phenomena, together with femtosecond quantum optics and coherent optoelectronics with quantum dots.
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Additional resources for Quantum optics with semiconductor nanostructures
Roy and C. Hughes (2011). In this work the effects of electron coupling to the bath of acoustic phonons and electronphoton coupling within a cavity are explicitly taken into account. With this, the authors were able to model a full cavity-QED system based on a master equation approach for the polaron dynamics (Wilson-Rae and Imamoğlu, 2002). As discussed below, the calculations in Roy and Hughes (2011) reveal high quantitative consistence with our experimental results, thus proving the effect of EID in our QD resonance emission spectra.
Especially for self-assembled indium gallium arsenide/gallium arsenide (InGaAs/ GaAs) QDs in the strong confinement regime, T1 is found to be on the order of ∼ 1 ns (Borri and Langbein, 2003). ‘Pure’ dephasing in general is the cumulative result of different effects, which reduce the emitter state coherence while conserving the population. One contribution results from carrier–carrier scattering by Coulomb interaction of confined charge carriers with excess charges either inside the QD or in the surrounding matrix.
E. 05 at zero delay. , 2008). In these expressions, Δτ denotes the fixed time delay defined by the Mach–Zehnder interferometer asymmetry between the intermediate pathways, and V is a function of the overlap of the photon © Woodhead Publishing Limited, 2012 24 Quantum optics with semiconductor nanostructures wave packets at the second beam splitter. 5] under consideration of the experimentally obtained values of T1 and T2, together with a convolution with the instrumental response, that is, temporal resolution δt, we were able to consistently model the data traces of g(2)⊥(τ) and g(2)||(τ) with excellent agreement between experiment and theory.
Quantum optics with semiconductor nanostructures by Frank Jahnke