Wavelength multiplexing processor
11838104 · 2023-12-05
Assignee
Inventors
Cpc classification
G02B6/2938
PHYSICS
International classification
Abstract
A wavelength multiplexing system is presented comprising at least one basic functional unit extending between input and output light ports. The basic functional unit comprises at least one multi-core fiber. The multi-core fiber comprises N cores configured for supporting transmission of N wavelength channels λ.sub.1, . . . , λ.sub.n, wherein each of said at least one multi-core fibers is configured to apply a predetermined encoding pattern to the wavelength channels enabling linear mixing between them while propagating through multiple cores of said multi-core fiber. The encoding pattern may be configured to affect light propagation paths in the cores by inducing a predetermined dispersion pattern causing linear interaction and mixing between the channels; or may be configured to affect spectral encoding of the channels being transmitted through the cores by applying different weights to the channels.
Claims
1. A wavelength multiplexing system comprising at least one basic functional unit extending between input and output light ports, the basic functional unit comprising at least one multi-core fiber, the multi-core fiber comprising N cores configured for supporting transmission of N wavelength channels λ.sub.1, . . . , λ.sub.n, wherein each of said at least one multi-core fibers is configured to apply a predetermined encoding pattern to the N wavelength channels propagating through the N cores enabling linear mixing between said N wavelength channels while propagating through the cores of said multi-core fiber, wherein said N cores of the multi-core fiber are configured as supercontinuum generators defining N zero-dispersion points for N wavelengths λ.sub.1, . . . , λ.sub.n, respectively, said predetermined encoding pattern being a dispersion pattern applying spectral broadening of the N channels around said N wavelengths.
2. The wavelength multiplexing system according to claim 1, wherein said N cores of the multi-core fiber are configured as photonic crystal fibers (PCFs).
3. An optical fiber unit configured and operable for use in the wavelength multiplexing system according to claim 1.
4. The wavelength multiplexing system according to claim 1, wherein the basic functional unit comprises a number M (M≥1) of the multi-core fibers.
5. The wavelength multiplexing system according to claim 4, wherein the basic functional unit comprises the multi-core fibers identical in at least one of a number of fibers and a number of cores.
6. The wavelength multiplexing system according to claim 4, wherein the basic functional unit comprises the multi-core fibers different in at least one of a number of fibers and in a number of cores.
7. The wavelength multiplexing system according to claim 1, wherein said multi-core fiber comprises a plurality of the N cores supporting the N different wavelengths λ.sub.1, . . . , λ.sub.n, and is configured and operable as a multi-dimensional wavelength multiplexing processor for processing the respective N input data channels of the wavelengths λ.sub.1, . . . , λ.sub.n, by encoding light input signals via a non-linear effect, to enable linear interaction and mixing between the channels.
8. The wavelength multiplexing system according to claim 1, wherein a core material of the N cores is patterned to form a predetermined arrangement of spaced-apart holes.
9. The wavelength multiplexing system according to claim 8, wherein said holes are filled by an optically active gas or a highly nonlinear liquid exhibiting high Kerr or photorefractive effect.
10. The wavelength multiplexing system according to claim 9, wherein said holes are filled by liquid crystals or quantum dot solutions.
11. The wavelength multiplexing system according to claim 9, wherein features of the pattern are selected to define the zero dispersion point for the respective wavelength.
12. The wavelength multiplexing system according to claim 11, wherein said features comprise one or more of a hole arrangement periodicity, hole diameter, and fill factor.
13. The wavelength multiplexing system according to claim 11, wherein refractive indices of the core material and of said optically active gas or highly nonlinear liquid are selected to define the zero dispersion point for the respective wavelength.
14. A wavelength multiplexing system comprising at least one basic functional unit extending between input and output light ports, the basic functional unit comprising at least one multi-core fiber, the multi-core fiber comprising N cores configured for supporting transmission of N wavelength channels λ.sub.1, . . . , λ.sub.n, wherein each of said at least one multi-core fibers is configured to apply a predetermined encoding pattern to the wavelength channels enabling linear mixing between them while propagating through multiple cores of said multi-core fiber, wherein said predetermined encoding pattern is defined by tunable spectral filtering of the wavelength channels λ.sub.1, . . . , λ.sub.n applying a different weight function to the respective one of the wavelength channels to enabling linear weighted mixing of the channels.
15. The wavelength multiplexing system according to claim 14, comprising a tunable spectral filter device comprising N tunable spectral filters associated with the N wavelength channels, each of said N tunable spectral filters being configured and operable as a birefringent filter applying the different weight function to the respective one of the wavelength channels.
16. An optical fiber unit configured and operable for use in the wavelength multiplexing system according to claim 6.
17. The wavelength multiplexing system according to claim 14, wherein the basic functional unit comprises a number M (M≥1) of the multi-core fibers.
18. The wavelength multiplexing system according to claim 17, wherein the basic functional unit comprises the multi-core fibers identical in at least one of a number of fibers and a number of cores.
19. The wavelength multiplexing system according to claim 17, wherein the basic functional unit comprises the multi-core fibers different in at least one of a number of fibers and a number of cores.
Description
BRIEF DESCRIPTION OF THE DRAWINGS
(1) In order to better understand the subject matter that is disclosed herein and to exemplify how it may be carried out in practice, embodiments will now be described, by way of non-limiting examples only, with reference to the accompanying drawings, in which:
(2)
(3)
(4)
(5)
DETAILED DESCRIPTION OF EMBODIMENTS
(6) Referring to
(7) In the present non-limiting example of
(8) Also, it should be noted that the multi-core fibers units forming the WDM system may or may not be identical in the number of fibers or number of cores.
(9) The multi-core fiber 12 has a plurality/array of N cores C.sub.1, . . . C.sub.n, supporting N different wavelengths λ.sub.1, . . . , λ.sub.n, and is configured and operable as a multi-dimensional wavelength multiplexing processor for processing respective N input data channels (light signals) of wavelengths λ.sub.1, . . . , λ.sub.n, by encoding the light signals via a non-linear effect, to enable linear interaction and mixing between the channels.
(10) The above can be achieved by configuring each i-th fiber core C.sub.i, as a supercontinuum generator broadening the light signal around its respective central wavelength λ.sub.1. For example, this can be implemented by configuring the fiber core as a photonic crystal fiber (PCF) having substantially zero dispersion for the certain wavelength (i.e., wavelength of the respective channel).
(11) The general principles of such fiber core configuration are known and do not for part of the invention. In a single-mode optical fiber, the zero-dispersion wavelength is the wavelength or wavelengths at which material dispersion and waveguide dispersion cancel one another. In multi-mode optical fiber, this refers to the minimal-dispersion wavelength, i.e. the wavelength at which the material dispersion is minimum, i.e. essentially zero.
(12) Some examples of the construction and operation of such zero dispersion PCF are described in the following articles: Kokou Firmin Fiaboe et al., “Photonic crystal fibers with flattened zero dispersion for supercontinuum generation”, Advanced Electromagnetics, Vol. 8, NO. 4, September 2019; Pranaw Kumar et al., “Design of nonlinear photonic crystal fibers with ultra flattened zero dispersion for super continuum generation”, ETRI Journal Wiley, August 2019; Partha Sona Maji, Partha Roy, “Supercontinuum generation in ultra flat near zero dispersion PCF with selective liquid infiltration”, Optik 125 (2014) 5986-5992.
(13) As shown schematically in
(14) Such photonic crystal fibers have chromatic dispersion characteristics allowing a strong nonlinear interaction over a significant length of the fiber. This enables to provide the fiber with tailored chromatic dispersion properties while maintaining nonlinearity. This is because high chromatic dispersion promotes supercontinuum generation if the pump wavelength falls at an unstable dispersion equilibrium.
(15) Hence, for the purpose of the present invention, the features of the pattern (holes and spaces dimensions) and refractive indices of the materials are selected to define the zero dispersion point for a certain wavelength. These parameters include, for example, the hole periodicity, diameter and fill factor.
(16) According to the invention, the entire arrangement of N so-patterned PCFs (cores C.sub.1, . . . C.sub.n) define N different zero-dispersion points for central wavelengths λ.sub.1, . . . , λ.sub.n according to the N WDM channels of an ITU grid that is to be mixed. By this, the wavelengths of the broadened spectra of different channels can linearly interact with one another via non-linear effect.
(17) Demultiplexing of the channels can be implemented by using an arrayed waveguide grating (AWG) at the output of the super continuum multi-core fiber unit 12.
(18) Reference is now made to
(19) The tunable spectral filter may be configured based on a Solc filter, for example as described in the article G. Shabtay, E. Eidinger, Z. Zalevsky, D. Mendlovic and E. Marom, “Tunable birefringent filters—optimal iterative design” Opt. Express 10 1534-1541 (2002). The spectral filtering is based on birefringent effects utilizing phase shifts between orthogonal polarizations of light to obtain a narrow band filter. An example of such filter TSF.sub.1 is shown in
(20) Such N tunable spectral filters TSF.sub.1, . . . TSF.sub.n apply N different weight functions WF.sub.1, . . . WF.sub.n, for side lobes attenuation of the N channels λ.sub.1, . . . , λ.sub.n. As a result, all the spectral information of the N channels is added together resulting in weighted mixing of the channels.