HNLF系列高非线性光纤

HNLF Standard Highly Non-Linear Optical Fiber

Overview
OFS Highly-Non-Linear Optical Fiber (HNLF) combines a high non-linear coefficient with numerical small group velocity dispersion. The fiber design includes a high delta core, surrounded by a deeply depressed ring and is doped with Fluorine.
HNLF is available in four versions: a version with a slope of 0.019 ps/(nm2·km), a zero dispersion slope version, a PM version, and a version with aluminum-doped core for increased SBS threshold. All are available with wide range dispersion values.
Typical Applications
Non-linear Loop Mirror,Optical Regeneration,Optical Sampling,Parametric Amplification,Photosensitive Fiber for Writing of UV-gratings,Pulse Compression,Supercontinuum Generation,Wavelength Conversion

HNLF Aluminum-Doped Highly Non-Linear Optical Fiber

Overview
OFS Highly-Non-Linear Optical Fiber (HNLF) combines a high non-linear coefficient with numerical small group velocity dispersion. The fiber design includes a high delta core, surrounded by a deeply depressed ring and is doped with Fluorine.
HNLF is available in four versions: a version with a slope of 0.019 ps/(nm2·km), a zero dispersion slope version, a PM version, and a version with aluminum-doped core for increased SBS threshold. All are available in a wide range dispersion values.
Typical Applications
Non-linear Loop Mirror,Optical Regeneration,Optical Sampling,Parametric Amplification,Photosensitive Fiber for Writing of UV-gratings,Pulse Compression,Supercontinuum Generation,Wavelength Conversion

HNLF Zero-Slope Highly Non-Linear Optical Fiber

Overview
OFS Highly-Non-Linear Optical Fiber (HNLF) combines a high non-linear coefficient with numerical small group velocity dispersion. The fiber design includes a high delta core, surrounded by a deeply depressed ring and is doped with Fluorine.
HNLF is available in four versions: a version with a slope of 0.019 ps/(nm2·km), a zero dispersion slope version, a PM version, and a version with aluminum-doped core for increased SBS threshold. All are available in a wide range dispersion values.
Typical Applications
Non-linear Loop Mirror,Optical Regeneration,Optical Sampling,Parametric Amplification,Photosensitive Fiber for Writing of UV-gratings,Pulse Compression,Supercontinuum Generation,Wavelength Conversion

HNLF-PM Polarization-Maintaining Highly Non-Linear Optical Fiber

Overview
OFS Highly-Non-Linear Optical Fiber (HNLF) combines a high non-linear coefficient with numerical small group velocity dispersion. The fiber design includes a high delta core, surrounded by a deeply depressed ring and is doped with Fluorine.
HNLF is available in four versions: a version with a slope of 0.019 ps/(nm2·km), a zero dispersion slope version, a PM version, and a version with aluminum-doped core for increased SBS threshold. All are available in a wide range dispersion values.
Typical Applications
Non-linear Loop Mirror,Optical Regeneration,Optical Sampling,Parametric Amplification,Photosensitive Fiber for Writing of UV-gratings,Pulse Compression,Supercontinuum Generation,Wavelength Conversion

HNLF-SPINE ZDW 1540 Highly Non-Linear Optical Fiber

Overview
OFS Highly Non-Linear Fiber (HNLF) with Stable Phase-matching for Improved Nonlinear Efficiency (HNLF-SPINE) combines a high non-linear coefficient with a zero dispersion wavelength that is very stable along the fiber length. The fiber design includes a high delta core, doped with GeO2, surrounded by a deeply depressed ring doped with fluorine. The HNLF is available with zero dispersion wave from 1526 to 1543.
Typical Applications
Parametric Process

HNLF-SPINE ZDW 1566 Highly Non-Linear Optical Fiber

Overview
OFS Highly Non-Linear Fiber (HNLF) with Stable Phase-matching for Improved Nonlinear Efficiency (HNLF-SPINE) combines a high non-linear coefficient with a zero dispersion wavelength that is very stable along the fiber length. The fiber design includes a high delta core, doped with GeO2, surrounded by a deeply depressed ring doped with fluorine. The HNLF has zero dispersion wave at 1566 nm.
Typical Applications
Parametric Process