2002
DOI: 10.1364/ao.41.000637
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Alignment tolerances for plane-wave to single-mode fiber coupling and their mitigation by use of pigtailed collimators

Abstract: We discuss the efficiency with which coherent plane waves can be coupled to single-mode fibers in the presence of deterministic or stochastic misalignments of the fiber relative to the focal point of a lens. We point out how the alignment demands can be relaxed by means of graded-index-lens fiber-pigtailed collimators.

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Cited by 61 publications
(29 citation statements)
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“…To compute the coupling ratio into the single-mode fibers, we assumed that the fiber coupler numerical aperture is optimized for the mode of the fibers. Following Wallner et al (2002), the fiber mode field radius ω 0 is then…”
Section: Fiber Injection Efficiencymentioning
confidence: 99%
“…To compute the coupling ratio into the single-mode fibers, we assumed that the fiber coupler numerical aperture is optimized for the mode of the fibers. Following Wallner et al (2002), the fiber mode field radius ω 0 is then…”
Section: Fiber Injection Efficiencymentioning
confidence: 99%
“…For our Fizeau recombination in the near-infrared, we preferred to use single-mode optical fibers (Shaklan 1990;Coudé Du Foresto 1997;Wallner et al 2002) rather than bulk optics, as they provide a more flexible and compact solution for a beam combination. The spatial filtering properties of singlemode fibers are used to properly convert random atmospheric phase perturbations into photometric fluctuations.…”
Section: The Monomode Fiber Telescope Linkmentioning
confidence: 99%
“…There are three position deviations considered in Fig. 3 [13,18], namely, (i) the off-axis deviations, which result from the misalignment between the optical axis of the fiber and that of the lens in the end face of the SMF and are described by Δx and Δy, respectively; (ii) the defocus deviation, which arises because the end face of the fiber is not located at the focal point of the lens and is denoted by Δz; (iii) the angle deviation, which arises from the angle tilt between the optical axis of the fiber and that of the lens. The Gauss function can be used to described the influence of three position deviations on the Gaussian mode field distribution of plane A back-propagated from plane B, and the coupling efficiency under the influences of the three position deviations can be analyzed and obtained [11].…”
Section: Influence Of the Position Deviation On Coupling Efficiencymentioning
confidence: 99%