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Publication numberUS20010048788 A1
Publication typeApplication
Application numberUS 09/757,414
Publication dateDec 6, 2001
Filing dateJan 8, 2001
Priority dateJan 7, 2000
Also published asUS6453093, WO2001051972A1
Publication number09757414, 757414, US 2001/0048788 A1, US 2001/048788 A1, US 20010048788 A1, US 20010048788A1, US 2001048788 A1, US 2001048788A1, US-A1-20010048788, US-A1-2001048788, US2001/0048788A1, US2001/048788A1, US20010048788 A1, US20010048788A1, US2001048788 A1, US2001048788A1
InventorsYong Xie, Sanggeon Lee, Zhongqi Pan, Alan Willner
Original AssigneeYong Xie, Sanggeon Lee, Zhongqi Pan, Willner Alan E.
Export CitationBiBTeX, EndNote, RefMan
External Links: USPTO, USPTO Assignment, Espacenet
Tunable optical dispersion-slope compensation based on a nonlinearly-chirped bragg grating
US 20010048788 A1
Abstract
Techniques for using a nonlinearly-chirped fiber Bragg grating to produce tunable dispersion-slope compensation.
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Claims(14)
What is claimed is:
1. A system, comprising:
a fiber grating formed in a fiber and configured to have a spatial grating pattern that changes nonlinearly along said fiber to exhibit up to at least a third-order nonlinear dispersion effect so as to produce a tunable dispersion slope; and
a grating control unit coupled to said fiber grating and operable to adjust a grating parameter of said fiber grating to tune both dispersion and dispersion slope produced by said fiber grating.
2. The system as in
claim 1
, wherein said grating control unit includes a fiber stretcher that changes a length of said fiber grating.
3. The system as in
claim 1
, wherein said fiber grating further includes a spatial sampling pattern that is formed in said fiber to overlap and modulate said spatial grating pattern to produce multiple Bragg reflection bands at different band center frequencies each with a tunable dispersion slope.
4. The system as in
claim 3
, wherein said spatial sampling pattern is selected to produce a band spacing between adjacent Bragg reflection bands that is different from a channel spacing between adjacent channels in multiple wavelength-division multiplexed (WDM) channels.
5. The system as in
claim 3
, wherein said spatial sampling pattern is selected to produce a band spacing between adjacent Bragg reflection bands that changes from channel to channel.
6. A system, comprising:
a fiber having a receiving end to a plurality of wavelength-division multiplexed (WDM) optical channels with a constant channel spacing in wavelength;
a fiber grating formed in said fiber and configured to have a spatial grating pattern that changes nonlinearly along said fiber to exhibit up to at least a third-order nonlinear dispersion effect and a spatial sampling pattern that overlaps with and modulates said spatial grating pattern to produce a plurality of Bragg reflection bands centered at different band center wavelengths that are spaced differently from said constant channel spacing, said fiber grating operable to produce a dispersion slope in each Bragg reflection band that is adjustable when a grating parameter is changed; and
a grating control unit coupled to said fiber grating and operable to adjust said grating parameter of said fiber grating to tune both dispersion and said dispersion slope produced by said fiber grating.
7. The system as in
claim 6
, wherein said Bragg reflection bands are evenly spaced from one another.
8. The system as in
claim 6
, wherein said Bragg reflection bands have a varying band spacing.
9. The system as in
claim 6
, wherein said grating control unit includes a fiber stretcher that changes a length of said fiber grating.
10. The system as in
claim 6
, further comprising a dispersion detection unit that is operable to measure dispersion and dispersion slope of each optical channel reflected by said fiber grating, wherein said grating control unit is operable to adjust said fiber grating in response to said measurement.
11. A method, comprising:
providing a fiber grating formed in a fiber and configured to have a spatial grating pattern that changes nonlinearly along said fiber to exhibit up to at least a third-order nonlinear dispersion effect and a spatial sampling pattern that overlaps with and modulates said spatial grating pattern to produce a plurality of Bragg reflection bands centered at different band center wavelengths, said fiber grating operable to produce a dispersion slope in each Bragg reflection band that is adjustable when a grating parameter is changed;
directing multiple optical channels into said fiber grating where channel wavelengths of different optical channels are respectively in different Bragg reflection bands and are respectively positioned differently with respect to respective band center wavelengths;
adjusting a grating parameter of said fiber grating to change dispersion slopes differently at respective different channel wavelengths to negate different dispersions and different dispersion slopes with respect wavelength in different channels.
12. The method as in
claim 11
, wherein said grating parameter includes a length of said fiber grating.
13. The method as in
claim 11
, further comprising:
measuring a change in dispersions and dispersion slopes of in said optical channels reflected from said fiber grating; and
further adjusting said grating parameter accordingly to negate said change in said dispersions and said dispersion slopes.
14. The method as in
claim 11
, wherein said optical channels transmit through a dispersive fiber system before entering said fiber grating, wherein dispersions and dispersion slopes of said dispersive fiber system are different for different channels and change over time.
Description

[0001] This application claims the benefit of U.S. Provisional Application No. 60/175,146, filed on Jan. 7, 2000.

TECHNICAL FIELD

[0002] This application relates to compensation for optical dispersion, and more specifically, to techniques and systems for reducing chromatic dispersion in optical media such as optic fiber links.

BACKGROUND

[0003] Many optical fibers and other optical transmission media can exhibit chromatic dispersion when different spectral components at different wavelengths in an optical signal travel at different speeds. An optical pulse, which comprises different optical spectral components, therefore, can be broadened or distorted in shape after propagation through a distance in such a dispersive optical medium. This dispersion effect can be undesirable and even adverse for certain applications such as optical communication systems where information is encoded, processed, and transmitted through optical pulses. The pulse broadening caused by the dispersion can limit the transmission bit rate, the transmission bandwidth, and other performance factors of the optical communication systems.

[0004] One way to mitigate the chromatic dispersion in dispersive optical fibers and other optical transmission media is dispersion compensation which introduces dispersion in an optical signal to negate the dispersion accumulated in that optical signal. In a wavelength-division multiplexed (WDM) optical systems, multiple WDM optical channels at different wavelengths are simultaneously transmitted through a fiber system. Since the dispersion in different WDM channels may be different, it may be desirable to provide different amounts of dispersion compensation to different WDM channels at the same time. In addition, since the dispersion in the WDM channels may vary over time, it may also be desirable to adjust the dispersion compensation in time for different WDM channels.

SUMMARY

[0005] One embodiment of the present disclosure includes a fiber grating formed in a fiber and configured to have a spatial grating pattern that changes nonlinearly along the fiber to exhibit up to at least a third-order nonlinear dispersion effect so as to produce a tunable dispersion slope. A grating control unit may be coupled to the fiber grating and is operable to adjust a grating parameter of the fiber grating to tune both dispersion and dispersion slope produced by the fiber grating.

BRIEF DESCRIPTION OF THE DRAWINGS

[0006]FIGS. 1 and 2 illustrate two different modes of operation in a sampled nonlinearly-chirped fiber grating.

[0007]FIG. 3 illustrates dispersion slope compensation with a fixed dispersion slope but tunable amount of dispersion based on the second order nonlinear chirp effect.

[0008]FIG. 4 illustrates tunable dispersion slope compensation based on the third or higher order nonlinear chirp effect.

[0009]FIG. 5 shows one embodiment of a tunable dispersion slope compensator.

[0010]FIGS. 6A, 6B, 7, 8A, 8B, 9A, and 9B show measured data from a 3-channel sampled nonlinearly-chirped fiber grating.

DETAILED DESCRIPTION

[0011] The techniques of this disclosure are based on nonlinearly-chirped Bragg gratings. See, U.S. Pat. No. 5,982,963 to Feng et al. A nonlinearly-chirped Bragg grating is a grating that is formed along an optical waveguide such as an optical fiber and has a grating parameter nneff(z) Λ (z) that changes nonlinearly with the position z along the fiber optic axis, where nneff (z) is the effective index of refraction and Λ(z) is the period of the grating. In general, each of nneff(z) and Λ(z) may vary with the position z along the fiber. One way to implement a nonlinearly-chirped grating parameter nneff(z)Λ(z), for example, is to modulate the amplitude or phase of the refractive index of the fiber.

[0012] In operation, this nonlinearly-chirped grating reflects optical waves satisfying a Bragg condition of λ(z)=2nneff(z)Λ(z). Hence, different spectral components are reflected back at different positions in grating to produce different group delays, τgg, which is a function of z and λ:

τgg(z, λ).  (1)

[0013] A single Bragg reflection band centered at a center wavelength λ0 can be generated and the bandwidth, ΔλFBG, is determined by the chirping range of the grating parameter nneff(z)Λ(z).

[0014] One distinct feature of the nonlinearly-chirped grating is that, the relative group delays for different spectral components at different wavelengths are different, that is, the dispersion D of the grating is a function of the wavelength and is tunable by adjusting the grating parameter nneff(z)Λ(z). For example, a fiber grating may be stretched or compressed to adjust its overall length to change the relative group delays of different reflected spectral components.

[0015] The nonlinear chirp in the grating parameter can be used to cause the grating dispersion, D, to vary with the wavelength:

D(λ)=D (1)0)+D (2)0)(λ−λ0)+D (3)(λ)(λ−λ0)2+  (2)

[0016] where D(1)0) is the linear dispersion of the grating, D(2)0), D(3)0), and other terms represent nonlinear dispersion terms of the grating caused by the nonlinear chirping. The dispersion slope with respect to wavelength, hence, can be written as: slope = D ( λ ) λ = D ( 2 ) ( λ 0 ) + 2 D ( 3 ) ( λ 0 ) ( λ - λ 0 ) + ( 3 )

[0017] The 2nd order nonlinear dispersion D(2))(λ0) provides a constant dispersion slope for all different spectral components, the 3rd order nonlinear dispersion D(3))(λ0) (or other high order nonlinear dispersion) provides a varying dispersion slope that changes with wavelength. The following describes techniques that use one or more such nonlinear dispersion effects to produce tunable dispersion at multiple wavelengths.

[0018] A nonlinearly-chirped grating can be sampled to produce multiple Bragg reflection bands at multiple center wavelengths. See, e.g., U.S. patent application Ser. No. 09/253,645 by Jin-Xing Cai et al. In essence, a spatial sampling pattern is also formed in the fiber to overlap with the underlying nonlinearly-chirped grating structure. The sampling pattern has a sampling period greater than the varying grating period Λ(z) and may also be spatially chirped. The coupling of the nonlinearly-chirped grating and the sampling pattern produces multiple Bragg reflection windows or bands at different wavelengths. The number of bands and the band spacing are determined by the modulation of the spatial sampling pattern. The bandwidth of each band is determined by the chirping range of the grating parameter nneff(z)Λ(z).

[0019]FIG. 1 illustrates the dispersion of four adjacent Bragg reflection bands 101, 102, 103, and 104 produced by a sampled nonlinearly-chirped grating that are centered at wavelengths λB1, λB2, λB3, and λB4, respectively. Curves 110, 120, 130, and 140 are essentially identical and represent the dispersion curves of the Bragg reflection bands 101, 102, 103, and 104 according to Eq. (2). This sampled nonlinearly-chirped grating can be used to simultaneously control the dispersion at multiple WDM channels by placing different WDM channels into different Bragg reflection bands in the wavelength domain. As illustrated by the example in FIG. 1, four adjacent WDM channels λ1, λ2, λ3, and λ4 are respectively fit into the different Bragg reflection bands 101, 102, 103, and 104.

[0020] If each different WDM channel were located at the same relative spectral position from the center of the respective Bragg reflection band as with other WDM channels, then the dispersion produced at different channels would be the same (e.g., D1=D2=D3=D4) because the dispersion curves in different bands are essentially the same. When the grating is stretched or compressed or otherwise tuned by controlling the grating parameter nneff(z)Λ(z), although the dispersions of spectral components within each WDM channel are changed, the overall dispersions of different WDM channels are changed by approximately the same amount (e.g., D1′=D2′=D3′=D4′). This result may be undesirable in some applications because the dispersions of different WDM channels may be different and hence need to be compensated differently. In particular, different WDM channels, after transmission through some fiber systems, may accumulate different fiber dispersion slopes in additional to different dispersions.

[0021] A sampled nonlinearly-chirped fiber grating, when properly designed, can produce both tunable dispersion and tunable dispersion slope for different WDM channels. First, the fiber grating is designed to place different WDM channels at different spectral positions with respect to the respective centers of the different Bragg reflection bands. Secondly, the nonlinear chirp of the fiber grating is designed to produce the third-order dispersion D(3))(λ0) or higher order nonlinear dispersion effects.

[0022]FIG. 2 shows an example of the first condition where 4 different WDM channels λ1, λ2, λ3, and λ4 are at 4 different positions relative to the respective band centers to produce different dispersions: D1≠D2≠D3≠D4. When the input WDM channels are evenly spaced in the wavelength domain, this condition can, be achieved by using sampled nonlinearly-chirped grating with evenly-spaced Bragg reflection bands that has a band spacing ΔλFBG different from the channel spacing ΔλCh. Alternatively, the sampling pattern of the grating may be designed to produce Bragg reflection bands that are not uniformly spaced in the wavelength domain to have a varying band spacing that change from channel to channel.

[0023] The second condition is illustrated by FIGS. 3 and 4 where different nonlinearly-chirped dispersion terms in the above sampled fiber grating are shown to produce different effects on the tunability of dispersion.

[0024] The first nonlinear term, the 2nd order nonlinear dispersion D(2))(λ0) represents a constant dispersion slope for all wavelengths. When the nonlinear chirp of the fiber grating is specifically designed to primarily exhibit the D(2)) (λ0) effect and the higher nonlinear dispersion effects are negligible, the dispersion curve in the wavelength domain represented by Eq. (2) is a liner curve with a constant dispersion slope. Hence, as illustrated in FIG. 3, when the fiber grating is stretched or compressed, the Bragg reflection band positions are shifted in the wavelength domain. This shifts the dispersion produced on each channel. When the relative positions of different channels with respect to respective band centers are different, the total dispersions at different channels are different. The dispersion slope for different channels, however, remains as a constant. Therefore, the D(2)0) effect can be used to produce a tunable dispersion with a constant dispersion slope. The dispersion slope is independent of the stretch or compression and is not tunable.

[0025] In contrast, the D(3))(λ0) effect or higher nonlinear effects can provide not only a tunable dispersion as by the D(2)0) effect but also a tunable dispersion slope as indicated by Eq. (3). FIG. 4 illustrates the operation of the tunable dispersion slope by the 3rd order or higher order nonlinear effect. Notably, the grating dispersion is now a nonlinear curve due to the D(3)0) effect or higher nonlinear chirp effects. As a result, when the fiber grating is stretched or compressed, the dispersion at each channel changes due to the shifts of the reflection bands. In addition, the dispersion slope changes with the fiber stretching or compression. The D(3)0) effect or higher nonlinear chirp effects hence can be used to adjust the dispersion slope produced by the fiber grating to negate the varying dispersion slope accumulated in a received WDM channel after transmission through a dispersive fiber system.

[0026]FIG. 5 shows one example of a dispersion-slope compensator 500 for a WDM system based on a sampled nonlinearly-chirped fiber grating 501. The input port 1 of the circulator 520 is coupled to receive an input signal 510 of multiple WDM channels from a dispersive WDM fiber system 511. An optical coupler or a beam splitter 530 is used to tap a small fraction of the reflected signal 512 with multiple channels for dispersion measurements in a dispersion monitor device 532. The device 532 measures the dispersion and the dispersion slope in the reflected channels and produces a dispersion indicator. A grating control 534 is coupled to control the nonlinearly-chirped grating parameter nA as a function of the position z. In addition, the control 534 is operable to control the grating parameter nA according to the dispersion monitor from the device 532. A number of implementations of the grating control 534 are described in U.S. Pat. No. 5,982,963 to Feng et al., including a fiber stretcher engaged to the fiber grating and a control circuit that supplies a control signal to the fiber stretcher to vary the total length of the fiber. As the dispersion in the input signal 510 varies, the device 500 can respond to the changing dispersion in the fiber system 511 by dynamically adjusting the nonlinearly-chirped sampled grating 501 accordingly to change the amount of dispersion and associated dispersion slope for each reflected WDM channel.

[0027] A 3-channel sampled nonlinearly-chirped grating was used to demonstrate the above dispersion slope compensation. FIGS. 6A and 6B show the measured reflection bands and dispersion of the grating, respectively. The band spacing ΔλFBG of the three Bragg reflection bands is about 4 nm. Three dispersive optical channels at 1559.7 nm, 1554.8 nm, and 1549.2 nm with a channel spacing ΔλCh of about 5 nm were generated with a pseudorandom bit stream (PRBS) 215-1 and modulated at a bit rate of 10 Gb/s. FIG. 7 shows the dispersion map of the optical channels at different travel distances in a dispersive fiber line.

[0028]FIG. 8A show compensated output channels from the fiber grating after the channels transmitted through a 900-km dispersive fiber line. When the transmission fiber line was increased to 1200 km to add additional dispersion to the transmitted channels, the fiber grating was stretched to increase the grating dispersion by shifting each Bragg reflection band by about 0.8 nm. FIG. 8B shows the compensated output channels. FIGS. 9A and 9B respectively show the measured bit error rates. The measurements show that the 3-channel grating is used to produce a high dispersion compensation for the most severely dispersed channel at 1549.2 nm and a low dispersion for the 1559.7 nm channel close to the zero-dispersion wavelength for the fiber line.

[0029] Therefore, sampled nonlinearly-chirped fiber gratings may be designed to have desired nonlinear chirp and band spacing to allow sensitive dispersion tuning of dispersion at different channels. The third or higher order nonlinear effects of such gratings can be used to further improve the tuning sensitivity. In real fiber systems where the zero dispersion wavelength is usually allocated near the center of the transmission band, two sampled nonlinearly-chirped gratings with opposite dispersions may be used to compensate for channels below and above the zero dispersion wavelength, respectively. Hence, an optical filter may be used to separate the input channels and direct the proper channels to proper gratings for compensation.

[0030] Although the present disclose only includes a few examples, it is understood that various modifications and enhancements may be made without departing from the following claims.

Referenced by
Citing PatentFiling datePublication dateApplicantTitle
US6744949 *Sep 27, 2001Jun 1, 2004Matsushita Electric Industrial Co., Ltd.Single-element optical wavelength bandpass filter formed in optical fiber or optical waveguide and method of manufacture thereof
US6768822 *Apr 28, 2000Jul 27, 2004Nortel Networks LimitedChromatic dispersion compensation
US6788851Jul 1, 2003Sep 7, 20043M Innovative Properties CompanyApparatus and method for adjusting the spectral response of an optical waveguide grating
US6937793Mar 17, 2003Aug 30, 2005Teraxion Inc.Tunable chromatic dispersion compensator
US6941044Aug 28, 2002Sep 6, 2005Teraxion Inc.Tunable optical structure for the compensation of chromatic dispersion in a light signal
US6990274Jul 1, 2003Jan 24, 20063M Innovative Properties CompanyApparatus and method for adjusting the spectral response of an optical waveguide grating
US7006731Jul 1, 2003Feb 28, 20063M Innovative Properties CompanyApparatus and method for adjusting the spectral response of an optical waveguide grating
US7518788Aug 10, 2007Apr 14, 2009Imra America, Inc.In-line, high energy fiber chirped pulse amplification system
US7684450 *Dec 20, 2005Mar 23, 2010Imra America, Inc.Pulsed laser source with adjustable grating compressor
US7782912Dec 19, 2008Aug 24, 2010Imra America, Inc.Yb: and Nd: mode-locked oscillators and fiber systems incorporated in solid-state short pulse laser systems
US7929203Jun 3, 2008Apr 19, 2011Imra America, Inc.Utilization of Yb: and Nd: mode-locked oscillators in solid-state short pulse laser systems
US8077749Jan 5, 2010Dec 13, 2011Imra America, Inc.Pulsed laser source with adjustable grating compressor
US8094691Jun 15, 2010Jan 10, 2012Imra America, Inc.Yb: and Nd: mode-locked oscillators and fiber systems incorporated in solid-state short pulse laser systems
US8509270Dec 21, 2011Aug 13, 2013Imra America, Inc.Yb: and Nd: mode-locked oscillators and fiber systems incorporated in solid-state short pulse laser systems
US8644356Sep 12, 2012Feb 4, 2014Imra America, Inc.Femtosecond laser processing system with process parameters controls and feedback
US8773754Mar 22, 2011Jul 8, 2014Imra America, Inc.Utilization of Yb: and Nd: mode-locked oscillators in solid-state short pulse laser systems
EP1851837A2 *Dec 20, 2005Nov 7, 2007Imra America, Inc.Pulsed laser source with adjustable grating compressor
WO2007046833A2 *Dec 20, 2005Apr 26, 2007Imra America IncPulsed laser source with adjustable grating compressor
Classifications
U.S. Classification385/37, 385/123
International ClassificationH04B10/18, G02B6/34
Cooperative ClassificationG02B6/29376, G02B6/02085, G02B6/29394, G02B6/29395, G02B6/2932, H04B10/2519, G02B6/29322, H04B10/25133, G02B6/29317, G02B6/022
European ClassificationH04B10/2519, G02B6/293D4F2C, G02B6/293D4F4, G02B6/293M4M, H04B10/25133, G02B6/293D4F, G02B6/293W8C, G02B6/293W10
Legal Events
DateCodeEventDescription
Jun 18, 2014ASAssignment
Free format text: CONFIRMATORY LICENSE;ASSIGNOR:UNIVERSITY OF SOUTHERN CALIFORNIA;REEL/FRAME:033192/0233
Effective date: 20140616
Owner name: NATIONAL SCIENCE FOUNDATION, VIRGINIA
Apr 25, 2014REMIMaintenance fee reminder mailed
Mar 17, 2010FPAYFee payment
Year of fee payment: 8
Mar 17, 2006FPAYFee payment
Year of fee payment: 4
Mar 4, 2003CCCertificate of correction
Jun 22, 2001ASAssignment
Owner name: CALIFORNIA, UNIVERSITY OF SOUTHERN, CALIFORNIA
Free format text: ASSIGNMENT OF ASSIGNORS INTEREST;ASSIGNORS:XIE, YONG;LEE, SANGGEON;PAN, ZHONGQI;AND OTHERS;REEL/FRAME:011926/0596;SIGNING DATES FROM 20010522 TO 20010604
Owner name: CALIFORNIA, UNIVERSITY OF SOUTHERN 3716 S. HOPE ST
Free format text: ASSIGNMENT OF ASSIGNORS INTEREST;ASSIGNORS:XIE, YONG /AR;REEL/FRAME:011926/0596;SIGNING DATES FROM 20010522 TO 20010604