#SILICA ZERO DISPERSIO WAVELENGTH SERIES#

(1999) Dispersion Compression Using Single Material Fibers. īirks, T.A., Mogilevstev, D., Knight, J.C. (2002) Demonstration of Ultra-Flattened Dispersion in Photonic Crystal Fibers. Reeves, W.H., Knight, J.C., Russell, P.St.J. (2000) Nearly Zero Ultraflattened Dispersion in Photonic Crystal Fibers. (1999) Designing a Photonic Crystal Fiber with Flattened Chromatic Dispersion. įerrando, A., Silvestre, E., Miret, J.J., Monsoriu, J.A., Andres, M.V. Cambridge University Press, Cambridge, 32-96. (2010) Supercontinuum Generation in Optical Fibres. (2004) Control of Dispersion in a Femtosecond Ytterbium Laser by Use of Hollow-Core Photonic Band-Gap Fiber. (2008) Dispersive Pulse Compression in Hollow-Core Photonic Band-Gap Fibers. Journal of the Optical Society of America B, 19, 2322-2330. (2002) Multipole Method for Microstructured Optical Fibers. White, T.P., Kuhlmey, B.T., McPhedran, R.C., Maystre, D., Renversez, G., de Sterke, C.M. (2001) Block-Iterative Frequency-Domain Methods for Maxwell’s Equations in a Planewave Basis. (2013) Femtosecond Parabolic Pulse Shaping in Normally Dispersive Optical Fibers. Sukhoivanov, I.A., Iakushev, S.O., Shulika, O.V., Díez, A. (2006) Supercontinuum Generation in Photonic Crystal Fibers. (2003) Transformation and Control of Ultra-Short Pulses in Dispersion-Engineered Photonic Crystal Fibres. Reeves, W.H., Skryabin, D.V., Biancalana, F., Knight, J.C., Russell, P.St.J., Omenetto, F.G., Efimov, A. (2002) Nonlinear Propagation and Continuum Generation in Microstructured Optical Fibers. (2009) Tellurite Microstructure Fibers with Small Hexagonal Core for Supercontinuum Generation. Liao, M., Chaudhari, C., Qin, G., Yan, X., Suzuki, T. Proceedings of SPIE, 7914, Article ID: 791422. (2011) Group-Velocity Dispersion in Multimode Photonic Crystal Fibers Measured Using Time-Domain White-Light Interferometry. īoswetter, P., Baselt, T., Ebert, F., Basan, F. The design proposed here is analyzed using the finiteĮlement method with perfectly matched layers, including the material dispersionĭirectly into the model applying the Sellmeier’s equation. Only three rings of air holes that surround the solid core with low losses and Needed, the geometry of the structure can be modified to the point of having Nm, with low losses and small effective area. Possibilities of tunable ZDW in a wide range of wavelengths from 725 nm to 2000

#SILICA ZERO DISPERSIO WAVELENGTH SERIES#

We analyzed a series of fibers using this relation and showed the Supercontinuum generation, by pumping close to that points, pulse compression Nm and 1055 nm this gives us the possibility to use the fiber for We have a pitch equal to one micron (Λ = 1 μm), we need air-holes diameters d =Ġ.618 μm in order to achieve two zero dispersion wavelength (ZDW) points at 725

Subset of six rings of air-holes with hexagonal arrangement. Proposed borrowing the concept of golden ratio (1.618) and keeping it between Current fiber-delivery technologies for a number of laser surgery modalities and wavelengths are compared.Solid-core silica photonic crystal fiber is Hollow-core photonic bandgap fibers are assessed for their ability to transmit CO2 laser at surgical power level and for their applications in a range of clinical areas. Until recently, CO2 laser surgery, renowned for its precision and efficiency, was limited to open surgeries by the lack of delivery fibers. Much research in novel fiber-optics delivery systems has been focused on the accommodation of higher optical powers and the extension to a broader wavelength range. Because of their structural flexibility, their compatibility with endoscopic appliances and their efficiency in laser delivery, these fiber systems have greatly extended the reach of a wide range of surgical lasers in minimally invasive procedures. We review the structure, the material composition and the fabrication processes behind these novel fiber systems. In the past decade, novel fiber structures and material compositions have led to the introduction of new diagnostic and therapeutic tools.

Silica zero dispersio wavelength