2022
DOI: 10.1103/physreva.106.043719
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Optimizing the coupling efficiency of spontaneous parametric down-conversion photon pairs into single-mode fibers

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Cited by 2 publications
(2 citation statements)
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“…We also estimate a single mode fiber coupling efficiency of 𝜂 coup ≈ 90%. [20,21] The insertion loss for the used single mode fused fiber optic coupler is given by 3.7 db which results in a transmission efficiency through the coupler of 𝜂 inser ≈ 43%. All these losses finally result in total detection efficiencies of…”
Section: Pair Generation Efficiencymentioning
confidence: 99%
See 1 more Smart Citation
“…We also estimate a single mode fiber coupling efficiency of 𝜂 coup ≈ 90%. [20,21] The insertion loss for the used single mode fused fiber optic coupler is given by 3.7 db which results in a transmission efficiency through the coupler of 𝜂 inser ≈ 43%. All these losses finally result in total detection efficiencies of…”
Section: Pair Generation Efficiencymentioning
confidence: 99%
“…We also estimate a single mode fiber coupling efficiency of ηcoup≈90%${\eta}_{\text{coup}}\approx 90\%$. [ 20,21 ] The insertion loss for the used single mode fused fiber optic coupler is given by 3.70.28emdb$3.7\;\text{db}$ which results in a transmission efficiency through the coupler of ηinser≈43%${\eta}_{\text{inser}}\approx 43\%$. All these losses finally result in total detection efficiencies of ηSingles=ηcoup·ηinser·ηdet≈23%$$\begin{align} {\eta}_{\mathrm{Singles}}& ={\eta}_{\mathrm{coup}}\cdot {\eta}_{\mathrm{inser}}\cdot {\eta}_{det}\approx 23\% \end{align}$$ ηCoin=ηcoup·ηinser2·ηdet2≈6%$$\begin{equation} \def\eqcellsep{&}\begin{array}{cc} {\eta}_{\mathrm{Coin}}& ={\eta}_{\mathrm{coup}}\cdot {\eta}_{\mathrm{inser}}^{2}\cdot {\eta}_{det}^{2}\approx 6\% \end{array} \end{equation}$$for single and coincidence count rates.…”
Section: Entangled Photon Pair Sourcementioning
confidence: 99%