1991
DOI: 10.1049/ip-j.1991.0060
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Tapered single-mode fibres and devices. Part 1: Adiabaticity criteria

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Cited by 389 publications
(259 citation statements)
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“…23 This criterion requires the taper profile to be such that the change in taper angle is small enough to prevent light propagation being either coupled from the fundamental mode, HE 11 , to higher order parasitic modes in the fiber or being lost as radiation. The criterion can be stated as ͉dr / dz͉ ഛ ͑z͓͒␤ 1 ͑z͒ − ␤ 2 ͑z͔͒ /2 , where dr / dz defines the local taper angle, ⍀͑z͒, by the trigonometric expression ⍀͑z͒ = tan −1 ͉dr / dz͉, ͑z͒ is the local core radius, ␤ 1 ͑z͒ and ␤ 2 ͑z͒ are the local propagation constants of the fundamental mode and the next closest mode, respectively, and z is along the fiber axis.…”
Section: Resultsmentioning
confidence: 99%
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“…23 This criterion requires the taper profile to be such that the change in taper angle is small enough to prevent light propagation being either coupled from the fundamental mode, HE 11 , to higher order parasitic modes in the fiber or being lost as radiation. The criterion can be stated as ͉dr / dz͉ ഛ ͑z͓͒␤ 1 ͑z͒ − ␤ 2 ͑z͔͒ /2 , where dr / dz defines the local taper angle, ⍀͑z͒, by the trigonometric expression ⍀͑z͒ = tan −1 ͉dr / dz͉, ͑z͒ is the local core radius, ␤ 1 ͑z͒ and ␤ 2 ͑z͒ are the local propagation constants of the fundamental mode and the next closest mode, respectively, and z is along the fiber axis.…”
Section: Resultsmentioning
confidence: 99%
“…The criterion can be stated as ͉dr / dz͉ ഛ ͑z͓͒␤ 1 ͑z͒ − ␤ 2 ͑z͔͒ /2 , where dr / dz defines the local taper angle, ⍀͑z͒, by the trigonometric expression ⍀͑z͒ = tan −1 ͉dr / dz͉, ͑z͒ is the local core radius, ␤ 1 ͑z͒ and ␤ 2 ͑z͒ are the local propagation constants of the fundamental mode and the next closest mode, respectively, and z is along the fiber axis. 15,23 The transcendental equation for the propagation constants has been solved numerically as a function of local taper diameter. Figure 3 shows a plot of this criterion and the core taper angle of a typical adiabatic taper as produced by the abovedescribed method.…”
Section: Resultsmentioning
confidence: 99%
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