2014
DOI: 10.1364/prj.2.000a41
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Efficient adiabatic silicon-on-insulator waveguide taper

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Cited by 161 publications
(105 citation statements)
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“…The adiabaticity was determined by computing a number of modes accepted at the end width of the waveguide and analysing the power distribution among them according to a taper length L. The taper profile can assume different shapes, e.g., linear, exponential or Gaussian. A linear shape was chosen based on published literature [23] pointing towards a better efficiency compared to the Gaussian and exponential shapes and better stability compared to the parabolic shapes. Convergence tests were performed for the considered number of modes.…”
Section: Adiabatic Taper Lengthmentioning
confidence: 99%
“…The adiabaticity was determined by computing a number of modes accepted at the end width of the waveguide and analysing the power distribution among them according to a taper length L. The taper profile can assume different shapes, e.g., linear, exponential or Gaussian. A linear shape was chosen based on published literature [23] pointing towards a better efficiency compared to the Gaussian and exponential shapes and better stability compared to the parabolic shapes. Convergence tests were performed for the considered number of modes.…”
Section: Adiabatic Taper Lengthmentioning
confidence: 99%
“…As a result of this linear behaviour, tapers used for a direct expansion almost exclusively use a linear tapering shape, other shapes have been considered showing only marginal improvements. [14] Furthermore, from the evaluated mode profiles ( and 1(d); FULL) it can be seen that the amount of power located in the corner regions of the waveguide is negligible. This allows the use of the effective medium theory (EMT), which separates the field of the guided mode into Cartesian coordinates: ψ = ψ x ψ y .…”
Section: Introductionmentioning
confidence: 91%
“…Several designs of linear grating-based adiabatic tapers involving linear [39], exponential [40] and parabolic [41] profiles have shown. However, there is a tradeoff between the taper length and coupling efficiency due to the adiabatic transition [42]. A complex non-adiabatic taper 15.4 ”m long using multimode interference (efficiency 70%) [43] and lens-assisted focusing tapers with lengths varying from 10 to 20 ”m with a loss of about -1 dB for TE and -5 dB for TM mode [44] have been demonstrated.…”
Section: Linear Grating Based Compact Tapersmentioning
confidence: 99%