2009
DOI: 10.1117/12.820640
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Dispersion-engineered and highly nonlinear microstructured polymer optical fibres

Abstract: We demonstrate dispersion-engineering of microstructured polymer optical fibres (mPOFs) made of poly(methyl methacrylate) (PMMA). A significant shift of the total dispersion from the material dispersion is confirmed through measurement of the mPOF dispersion using white-light spectral interferometry. The influence of strong loss peaks on the dispersion (through the Kramers-Kronig relations) is investigated theoretically. It is found that the strong loss peaks of PMMA above 1100 nm can significantly modify the … Show more

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Cited by 4 publications
(3 citation statements)
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“…Compared with their silica counterparts, it is easier to fabricate exotic mPOFs by extrusion or drilling at low temperature, the nonlinearity is potentially stronger [23], the range of available polymers that may be drawn is more diverse [12] and the biocompatibility of polymers is often better [15,16,24]. This makes it potentially easier to tailor the functionalities of mPOF based fiber-optic devices and sensors [12,13] /°C) [12].…”
Section: Introductionmentioning
confidence: 99%
“…Compared with their silica counterparts, it is easier to fabricate exotic mPOFs by extrusion or drilling at low temperature, the nonlinearity is potentially stronger [23], the range of available polymers that may be drawn is more diverse [12] and the biocompatibility of polymers is often better [15,16,24]. This makes it potentially easier to tailor the functionalities of mPOF based fiber-optic devices and sensors [12,13] /°C) [12].…”
Section: Introductionmentioning
confidence: 99%
“…Sehingga diperoleh nilai pendekatan (Wang, 2005): Frosz, 2009). Dengan indeks bias 1,44967 dan X (3) sebesar 3,1x10 -14 esu (Frosz, 2009), maka pada penelitian ini digunakan serat optik kaca yang memiliki indeks bias non-linier (n2) sebesar 4,63 10 −21 2 / dan dengan indeks bias 1,4795 dan X (3) sebesar 7x10 -14 esu (Frosz, 2009), maka indeks bias non-linier (n2) serat optik plastik sebesar 10,05 10 −21 2 / . Pada parameter Q factor, NRZ memiliki nilai Q factor terbesar, begitu halnya dengan BER, nilai BER akan berbanding terbalik dengan nilai Q factor, semakin besar nilai Q factor maka tingkat kesalahan performasi jaringan akan semakin kecil.…”
Section: Ber (Bit Error Rate)unclassified
“…The change in the imaginary part χ ′′ of the susceptibility χ due to the loss α at frequency ν is found from [7,14] …”
Section: Kramers-kronig Relationmentioning
confidence: 99%