2011
DOI: 10.1109/jlt.2011.2161573
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Limitation Factor Analysis for Silicon-on-Insulator Waveguide Mach–Zehnder Interference-Based Electro-Optic Switch

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Cited by 16 publications
(17 citation statements)
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“…Namely, if the concentration of free-carriers in silicon waveguide has a variation for the guided-mode, at wavelength of 1550 nm the RIM of silicon is defined by the refined Drude-Lorenz model as 6,7 Dn ¼ À½8:8  10 À22 DN e þ 8:5  10 À18 ðDN h Þ 0:8 ; (12) where Dn is the refractive index change resulting from the variation in free carrier concentrations; DN e and DN h are the concentration variations of free electrons and free holes, respectively. Note from Eq.…”
Section: A 1 3 N Optical Switch With Waveguide Corner Mirror Betmentioning
confidence: 99%
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“…Namely, if the concentration of free-carriers in silicon waveguide has a variation for the guided-mode, at wavelength of 1550 nm the RIM of silicon is defined by the refined Drude-Lorenz model as 6,7 Dn ¼ À½8:8  10 À22 DN e þ 8:5  10 À18 ðDN h Þ 0:8 ; (12) where Dn is the refractive index change resulting from the variation in free carrier concentrations; DN e and DN h are the concentration variations of free electrons and free holes, respectively. Note from Eq.…”
Section: A 1 3 N Optical Switch With Waveguide Corner Mirror Betmentioning
confidence: 99%
“…(12) that the concentration variation of holes plays dominant role to Dn value, so we only consider the second term in this equation. 7,20 For the reflection of the guided-mode having effective index of N ef f at the waveguide/CTM interface, the incident and reflected optical fields should be expressed as 15 E i ¼ exp½iðxt À k i zÞ and E r ¼ R Á exp½iðxt À k r zÞ; (13) where the components of reflection coefficient R at x-and y-polarizations should be expressed as…”
Section: A 1 3 N Optical Switch With Waveguide Corner Mirror Betmentioning
confidence: 99%
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“…The CT of the low-speed thermal-optic switches fabricated on silica-on-silicon and silicon-on-insulator (SOI) has been reduced to less than −30 dB [1,3]. Because of the loss penalty on phase modulation caused by free carrier absorption (FCA) [6,7], it is difficult to reduce the measured CT of a silicon electro-optic switch for a single-arm modulation scheme to less than −20 dB [8][9][10][11]. Theoretically, a low CT of −30 dB cannot be obtained for a single-MZI configuration when the modulation arms are shorter than 1 mm, even by using the double-arm modulation scheme with a prebiased π∕2 phase shift [7], which will hinder practical application.…”
mentioning
confidence: 99%