NCN Maestro 8

Helical microstructured fibers for applications in optical metrology and communication
2017-2021, DEC-2016/22/A/ST7/00089

Project consortium

Project realized in consortium with Laboratory of Optical Fiber Technology, Maria Curie-Sklodowska University, pl. M. Curie-Sklodowskiej 3, 20-031 Lublin, Poland.

Wrocław University of Technology
Maria Curie-Skłodowska University

Project goals

  • Development of numerical methods for simulations of transmission and sensing characteristics of helical microstructured fibers
  • Development of technological processes for fabrication of helical microstructured fibers of different types
  • Development of a method for twisting microstructured fibers directly during drawing process
  • Development of methods for local twisting of microstructured fibers using hydrogen torches and CO2 laser
  • Designing, fabrication and characterization of helical microstructured fibers for future applications in optical communications, laser technology and sensing

Project leaders

Prof. Wacław UrbańczykFiber Optics Group
Wrocław University of Science and Technology, Poland
Waclaw.Urbanczyk@pwr.edu.pl
Dr Paweł MergoOptical Fiber Technology Laboratory (PTS)
Maria Curie-Sklodowska University, Polnd
Pawel.Mergo@poczta.umcs.lublin.pl

Examples of develop fiber structures

Fig. 1. Microstructured optical fibers of various  constructions, twisted along the entire length by spinning the preform during drawing process . The twist period in the range from 1 m to 1 mm.

Fig. 1. Microstructured optical fibers of various constructions, twisted along the entire length by spinning the preform during drawing process . The twist period in the range from 1 m to 1 mm.

Fig. 2. Lightel CW-500 workstation for local tapering/twisting of optical fibers with a period ranging from 1 cm to 500 µm (a), examples of twisted fiber structures (b) and transmission characteristics of three helical long-period gratings illustrating the repeatability of their fabrication process (c).

Fig.2. Lightel CW-500 workstation for local tapering/twisting of optical fibers with a period ranging from 1 cm to 500 µm (a), examples of twisted fiber structures (b) and transmission characteristics of three helical long-period gratings illustrating the repeatability of their fabrication process (c).

Fig. 3. Calculated field distributions of the modes propagating in the Corning SMF-28e fiber for the wavelength λ=475 nm. The black circle marks the diameter of the fiber core. The values of λc denote the cut-off wavelength of the given mode (a). Phase maps used to excite appropriate modes (b) and recorded modal field distributions at the fiber output for λ = 475 nm

Fig. 3. Calculated field distributions of the modes propagating in the Corning SMF-28e fiber for the wavelength λ=475 nm. The black circle marks the diameter of the fiber core. The values of λc denote the cut-off wavelength of the given mode (a). Phase maps used to excite appropriate modes (b) and recorded modal field distributions at the fiber output for λ = 475 nm

Fig. 4. Output signal spectrally decomposed by diffraction grating in horizontal direction for vertical orientation of the fiber elliptical core showing that the pump and the VMI sidebands propagate in the fundamental mode (a). Spectra registered for different peak pump powers P0 with the maxima of the first order sidebands marked with circles (b). Optimal detuning frequency of the first order VMI sidebands as a function of square root of the pump power measured (circles) and calculated (line) (c).

Fig. 4. Output signal spectrally decomposed by diffraction grating in horizontal direction for vertical orientation of the fiber elliptical core showing that the pump and the VMI sidebands propagate in the fundamental mode (a). Spectra registered for different peak pump powers P0 with the maxima of the first order sidebands marked with circles (b). Optimal detuning frequency of the first order VMI sidebands as a function of square root of the pump power measured (circles) and calculated (line) (c).

Fig. 5. Structure of the twisted dual-core optical fiber and electron microscope image of its cross-sections (a). Bent section of the twisted dual-core fiber with arrows indicating points with maximally reduced and increased effective refractive index of the mode propagating in the side core. U-shaped bend creating a long-period grating (b). Spectra recorded for the straight (red) and bent (blue) fiber when the central core is excited and the signal is collected from the side core (c).

Fig. 5. Structure of the twisted dual-core optical fiber and electron microscope image of its cross-sections (a). Bent section of the twisted dual-core fiber with arrows indicating points with maximally reduced and increased effective refractive index of the mode propagating in the side core. U-shaped bend creating a long-period grating (b). Spectra recorded for the straight (red) and bent (blue) fiber when the central core is excited and the signal is collected from the side core (c).

Fig.6. Explanation of the method of transformation of LP11 modes into vortex modes with different total angular momentum j in a gradually twisted birefringent PANDA fiber.

Fig.6. Explanation of the method of transformation of LP11 modes into vortex modes with different total angular momentum j in a gradually twisted birefringent PANDA fiber.

Fig.7. Experimentally observed transformation of LP11 modes to vortex modes in the gradually twisted PANDA fiber of a length of 3 cm. HE+21/HE-21 modes are nearly circularly polarized (average ellipticity angle |θ|=40±2o ) Averaged ellipticity of the quasi-TE01/TM01 modes is |θ|=16.5±2o . LHCP and RHCP indicate respectively left- and right-handed circular polarizers placed at the output of the mode converter; j indicates total angular momentum of respective vortex modes.

Fig.7. Experimentally observed transformation of LP11 modes to vortex modes in the gradually twisted PANDA fiber of a length of 3 cm. HE+21/HE-21 modes are nearly circularly polarized (average ellipticity angle |θ|=40±2o ) Averaged ellipticity of the quasi-TE01/TM01 modes is |θ|=16.5±2o . LHCP and RHCP indicate respectively left- and right-handed circular polarizers placed at the output of the mode converter; j indicates total angular momentum of respective vortex modes.

Publications

M. Bernaś, M. Napiórkowski, K. Żołnacz, , G. Statkiewicz-Barabach, A. Kiczor, Paweł Mergo, W. Urbańczyk
Fiber-based vortex beam source operating in a broadband or tunable mode
Optics Express 30, pp. 27715- 27729, 2022.
M. Napiórkowski, W. Urbańczyk
Modeling of the conversion of LP modes to vector vortex modes in gradually twisted highly birefringent fibers
Optics Express 30, pp. 22333-22352, 2022
S. Majchrowska, K. Żołnacz, W.Urbańczyk, K. Tarnowski
Multiple intermodal-vectorial four-wave mixing bands generated by selective excitation of orthogonally polarized LP01 and LP11 modes in a birefringent fiber
Optics Letters 47, pp. 22333-22352, 2022
Kinga Żołnacz, Wacław Urbańczyk
Selective excitation of different combinations of LP01 and LP11 polarization modes in a birefringent optical fiber using a Wollaston prism
Optics Express 30, pp. 926-938, 2022
M. Bernaś, K. Żołnacz, M. Napiórkowski, G. Statkiewicz-Barabach, W. Urbańczyk
Conversion of LP11 modes to vortex modes in a gradually twisted highly birefringent optical fiber
Optics Letters 18, pp. 4446-4449, 2021
M. Napiórkowski, W. Urbańczyk
Rigorous modeling of twisted anisotropic optical fibers with transformation optics formalism
Optics Express 29, pp. 15199-15216, 2021
K. Żołnacz , M. Szatkowski , J. Masajada , W. Urbańczyk
Broadband chromatic dispersion measurements in higher-order modes selectively excited in optical fibers using a spatial light modulator
Optics Express 29, pp. 13256-13268, 2021
K. Żołnacz, K. Tarnowski, M. Napiórkowski, K. Poturaj, P. Mergo, W. Urbańczyk
Vector modulation instability in highly birefringent fibers with circularly polarized eigenmodes
IEEE Photonics Journal 13, art. 7100616, 2021
G. Statkiewicz-Barabach, M. Napiórkowski, M. Bernaś, L. Czyżewska, P. Mergo, W. Urbańczyk
Method for increasing coupling efficiency between helical-core and standard single-mode fibers
Optics Express 29, pp. 5343-5357, 2021
M. Napiórkowski, K. Żołnacz, G. Statkiewicz-Barabach, M. Bernaś, A. Kiczor, P. Mergo, W. Urbańczyk
Twist induced mode confinement in partially open ring of holes
Journal of Lightwave Technology 38, pp. 1372-1381, 2020
K. Żołnacz, M. Napiórkowski, A. Kiczor, M, Makara, P. Mergo, W. Urbańczyk
Bend-induced long period grating in a helical core fiber
Optics Letters 45, pp. 1595-1598, 2020
D. Kowal, G. Statkiewicz-Barabach, M. Bernas, M. Napiorkowski, M. Makara, L. Czyzewska, P. Mergo, W. Urbańczyk
Polarimetric sensitivity to torsion in spun highly birefringent fibers
Sensors 19, art. 1639, 2019
M. Napiorkowski, G. Renversez, W. Urbańczyk
Effect of cladding geometry on resonant coupling between fundamental and cladding modes in twisted microstructured fibers
Optics Express 27, pp. 5447-5460, 2019
D. Kowal, G. Statkiewicz-Barabach, M. Napiórkowski, M. Makara, K. Poturaj, P. Mergo, W. Urbańczyk
Measurement of birefringence and ellipticity of polarization eigenmodes in spun highly birefringent fibers using spectral interferometry and lateral point-force method
Optics Express 26, pp. 34185-34199, 2018
M. Napiórkowski, W. Urbańczyk
Role of symmetry in mode coupling in twisted microstructured optical fibers
Optics Letters 43, pp. 395-398, 2018
M. Napiórkowski, W. Urbańczyk
Scaling effects in resonant coupling phenomena between fundamental and cladding modes in twisted microstructured optical fibers
Optics Express 26, pp. 12131-12143 (2018)
D. Kowal, W. Urbańczyk, P. Mergo
Twin-core fiber-based Mach Zehnder interferometer for simultaneous measurement of strain and temperaturę
Sensors 18, art. 915 (2018)