Resonance excitation method based on double-high-Q-value mode microcavity
A resonant excitation and fundamental mode technology, applied in the direction of phonon exciters, lasers, laser components, etc., can solve the problems of increasing the spontaneous emission rate of quantum dots, limiting applications, affecting the improvement of Purcell coefficients, etc., and reducing the overlap. The effects of difficulty, increased tolerance, and high-efficiency resonance excitation
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Embodiment 1
[0040] This embodiment is applied to an InGaAsP / (InP-slot) micro-pillar resonator single-photon source containing InAs / InP quantum dots with an elliptical cross-section. The specific structure is as follows figure 1 shown.
[0041] The resonance excitation method can be applied to the single-photon source of InGaAsP / (InP-slit) micro-pillar resonator with elliptical cross-section containing InAs / InP quantum dots. The resonator structure in the single-photon source is as follows: figure 1 As shown, a conventional DBR with constant thickness and a DBR with graded thickness composed of an InP substrate, an InP center layer, an InAs / InP quantum dot photon emission source, an InGaAsP layer and an (InP-slit) layer. The long axis length of the InGaAsP layer is D / α (α≤1), the short axis length is Dα; the long axis length of the InP layer is d / β (β≤1), the short axis length is dβ, and the difference between InGaAsP and InP The major and minor axes lie on the same straight line, respect...
Embodiment 2
[0044] This embodiment adopts the micro-pillar resonant cavity structure described in Embodiment 1.
[0045] When e=0.20, D=0.9μm, d=0.222μm, MODE O V and A H The mode wavelengths are all around 1.55μm, the mode distribution example image 3 shown. At this time, the Q factor of the H mode is as high as 1.38×10 5 , Q / √V is about 4.58×10 5 . MODE O M The quality factor is 732.8, and the Q / √V is about 603. The theory shows [Song H, Takemoto K, Miyazawa T, et al.Highquality-factor Si / SiO 2-InP hybrid micropillar cavities with submicrometerdiameter for 1.55-μm telecommunication band[J].Optics Express,2015,23(12):16264 -16272], Q / √V>10 4 enough to strongly couple quantum dots to microcavity modes. Therefore, it has a high Q factor (Q ~ 10 5 , V3 ) of A H The mode enables highly efficient coherent control in the 1.55 μm band. At the same time, the huge difference in quality factor of the two modes makes mode O V It is possible to provide energy to the quantum dots withou...
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