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Insertion loss of SMF-28-NANF interconnect using OM1 (AR coated, blue circles, solid blue line represents fitted measurement data) and OM2 with (red crosses) and without (black diamonds) AR coating GRIN MFAs.

Insertion loss of SMF-28-NANF interconnect using OM1 (AR coated, blue circles, solid blue line represents fitted measurement data) and OM2 with (red crosses) and without (black diamonds) AR coating GRIN MFAs.

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We demonstrate halving the record-low loss of interconnection between a nested antiresonant nodeless type hollow-core fiber (NANF) and standard single-mode fiber (SMF). The achieved interconnection loss of 0.15 dB is only 0.07 dB above the theoretically-expected minimum loss. We also optimized the interconnection in terms of unwanted cross-coupling...

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... GRIN fiber that is typically 1/4 pitch long (hundreds of micrometers to millimeters long) was shown to work as a mode-field adapter (MFA) between an SMF and an HCF [18], [19], Fig. 3 (a). The desired mode-field size adaptation can be controlled coarsely via choice of the GRIN fiber. ...
... Consequently, the Fourier transform of Eq. 5 contains peaks at zero frequency (its amplitude represents s 2 1 s 2 2 ) and the beating frequencies (i.e., 2π λ ∆n m L), enabling us to separate amplitude of the beating between the fundamental mode and each of the HOMs. Using n ef f0 and n ef fm obtained from simulations [18], we can then identify which peak corresponds to which HOM. As follows from Eq. 5, this beating is proportional to s 1 s 2 c m1 c m2 , while transmission power is proportional to s 2 1 s 2 2 . ...
... As follows from Eq. 5, this beating is proportional to s 1 s 2 c m1 c m2 , while transmission power is proportional to s 2 1 s 2 2 . This analysis is an extension of that presented in [18], where only symmetric situation (c m1 = c m2 , s 1 = s 2 ) was considered. ...
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... This method of achieving low-loss interconnects between SMF and HCF is well explored, and is summarised along with other low-loss interconnect methods in Ref. [35]. Of particular note are past achievements in the telecommunication band, where interconnect losses as low as 0.15 dB have been achieved [36]. ...
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... We refer to this loss as limited by the "mode-field shape mismatch" between the SSMF and HCF. Several reports compared the finite-element simulated results with the best-achieved experimentally when coupling from free space (0.22 dB in [12]) and from SSMF (0.15 dB in [13]). However, the best-achieved experimental results were, at best, about twice as large as those predicted by simulations (0.074 dB [11]). ...
... It should also provide a flat phase profile across the beam cross section (such as obtained in a Gaussian mode in its focus/waist), as the HCF fundamental guided mode has also a flat phase profile in the core region. Fiber-compatible mode-field adaptation using SSMF tapering [18], SSMF thermally-expanded core [13], reverse tapering [19], and splicing of a short segment of a graded index (GRIN) fiber [13] have been proposed. The last-mentioned method requires specific GRIN parameters to achieve the desired MFD with the required flat phase profile. ...
... It should also provide a flat phase profile across the beam cross section (such as obtained in a Gaussian mode in its focus/waist), as the HCF fundamental guided mode has also a flat phase profile in the core region. Fiber-compatible mode-field adaptation using SSMF tapering [18], SSMF thermally-expanded core [13], reverse tapering [19], and splicing of a short segment of a graded index (GRIN) fiber [13] have been proposed. The last-mentioned method requires specific GRIN parameters to achieve the desired MFD with the required flat phase profile. ...
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