Forward error correction codes for digital optical network optimization

A network optimization method measures the line bit error rate (BER) at a receiver by counting forward error correction corrected errors, and adjusts network parameters to minimize the corrected error rate. Adjustable parameters include, among other things, transmitter extinction ratio, transmitter polarization, and dispersion. The method includes sweeping an adjustable parameter while monitoring the FEC corrected bit error rates at the receiver, and then extrapolating an optimum value of the parameter. In this way, the corrected BER can be maintained below the predetermined BER limit while the digital communication network is in-service.

FIELD OF THE INVENTION

This invention relates generally to optimization of digital communication networks. More particularly, it relates to using forward error correction for optimization of variable parameters of digital fiber optic communication networks.

BACKGROUND ART

FIG. 1A is a simplified schematic diagram of a conventional single-channel digital communication network 100 . A digitized signal 101 is launched from a transmitter 102 through a transmission medium 104 , and is received and processed at a receiver 106 . Typically, transmission medium 104 is an electrically conducting cable or an optical fiber.

FIG. 1B is a simplified schematic diagram of a conventional multi-channel digital communication network 120 . In multi-channel network multiple signals 121 a , . . . , 121 n are launched from respective multiple transmitters 122 a , . . . , 122 n in a transmitter array 132 through a transmission medium 134 having multiple channels 124 a , . . . , 124 n and are received and processed at respective multiple receivers 126 a , . . . , 126 n in a receiver array 136 . Transmission medium 134 can be an electrically conducting cable or an optical fiber. Multiple signals 121 a , . . . , 121 n are commonly multiplexed. Particularly, in an optical digital network the multiple signals are commonly multiplexed using a wavelength division multiplex (WDM) technique. Further, in a multiplexed digital network, the multiplexed signals 121 a , . . . , 121 n are commonly amplified between transmitter array 132 and receiver array 136 using a common amplifier 138 .

Forward Error Correction (FEC) has been adopted as a standard technique for improving the performance of digital optical communication networks International Telecommunication Union (ITU) G.975 Forward error correction for submarine systems . The FEC function comprises a FEC encoder in the transmitter that accepts information bits and adds computed redundant symbols, producing encoded data at a higher bit rate; and a FEC decoder in the receiver that performs the error correction while extracting the redundancy to regenerate the original data.

The FEC function allows in-line monitoring of the line bit-error ratio (BER) before correction through knowledge of the exact number of corrected bits and keeps the system faultless by correcting these errors. Consequently, the FEC function can provide a dynamic evaluation of the system margins relative to the required level of performance. There are various FEC codes, e.g., the (255,239) Reed-Solomon code (ITU G.975), well known in the art, has been adopted by the ITU for submarine fiber systems.

Solheim et al. in U.S. Pat. No. 5,896,391 Forward Error Correction Assisted Receiver Optimization issued Apr. 20, 1999, describe a method of setting the eye opening phase and decision level to optimize the BER of a digital communication network. The BER of a digital receiver depends on the decision threshold and phase. For a symmetric eye, and equal noise probabilities on zeros and ones, the ideal decision threshold is the average power level, at the midpoint between the transition points. If the pulses are distorted, or if there is signal-dependent noise, then the optimum decision threshold point may be displaced from the midpoint. The optimum decision threshold and phase of a receiver can be found by sweeping the decision level and phase, in sequence, while monitoring the line BER, then setting the phase and decision level at the point that optimized the FEC.

FEC is typically used to provide significant savings in the overall optical power budget of a fiber link, by allowing the system to operate at a much higher line BER. For example, the (255,239) Reed-Solomon code (cited above) corrects a 10 4 line BER to 5*10 15 . Thus, with FEC the communication link can support line BER rates up to about 10 4 , report on the high BER in real-time, and correct the errors to better than 10 12 (a typical target maximum BER for optical communication networks).

Despite the technical advances described above, there is no broadly applicable method for automatic optimization of digital communication networks. There is a need, therefore, for a method of optimizing the performance of such networks. Further, there is a need for such a method that works automatically and is broadly applicable with respect to variable network parameters. Moreover, there is a need for such a method that allows for in-service optimization of both single-channel and multi-channel digital communication networks.

OBJECTS AND ADVANTAGES

Accordingly, it is a primary object of the present invention to provide a method of optimizing the performance of digital communication networks. Further, it is an object of the invention to provide such a method that works automatically and is broadly applicable with respect to variable network parameters. Moreover, it is an object of the invention to provide such a method that allows for in-service optimization of both single-channel and multi-channel digital communication networks.

SUMMARY

In accordance with embodiments of the invention, a method of optimizing the performance of digital communication networks is described. The method measures the line bit error rate (BER) at a receiver by counting corrected errors, as reported by a forward error correction (FEC) decoder, and adjusts network parameters to minimize the corrected error rate. The method can be applied to any digital communication network, and has particular applicability for fiber optic communication networks. Additionally, the method can be applied to multi-channel networks, including fiber optic networks having multiple transmitters, receivers, and variable parameters, to balance the performances of different channels. The method can also minimize interchannel crosstalk, by optimizing the corrected errors as multiplexing parameters are adjusted. The method can for example optimize the signal wavelengths in a wavelength division multiplexed (WDM) network.

Embodiments of the present invention provide methods for in-service optimization of various adjustable parameters in an optical communication network. Adjustable parameters include, among other things, transmitter wavelength, transmitter power, transmitter extinction ratio, transmitter polarization, and dispersion of a dispersion compensator. The methods include sweeping an adjustable parameter while monitoring the FEC corrected bit error rates at the receiver(s). By measuring the line BER versus the value of the adjustable parameter, the optimum value of a given parameter can be extrapolated. Since the FEC corrects for the line errors, as long as the line BER is low enough, no bit errors will be produced. Accordingly, a parameter can be adjusted while the network is in-service, for example at regular maintenance intervals or at an upgrade of the network. If the BER exceeds a level such that it is no longer correctable by the FEC, e.g.>10 3 , e.g., when the digital communication network is installed, then the parameter adjustment is performed out-of-service.

In an embodiment of the present invention, a variable parameter is adjusted by increasing the parameter from a predetermined nominal operating value until the corrected FEC errors at the receiver reach a predetermined BER limit. Then the parameter is decreased from the nominal operating value until the corrected FEC errors again reach the predetermined BER limit. In this way, the corrected BER is maintained below the predetermined BER limit while the digital communication network is in-service.

In a multi-channel digital communication network, for example a multi-channel fiber optic network sharing a common optical amplifier among multiple channels, the channels are balanced by adjusting a plurality of variable parameters, while monitoring the corrected FEC errors at each receiver. The value of each parameter at which each respective receiver reaches a predetermined BER limit is determined, and the values of the respective parameters are extrapolated, such that each transmitter-receiver channel has an equal relative power difference above the BER limit.

When a new channel is added to the network, its performance is balanced with the existing channels by decreasing the transmitter power of the new channel until the BER at the new channel receiver reaches the predetermined BER limit of the existing network channels. Then the transmitter power of the new channel is set such that the relative transmitter power difference from the power at the BER limit of the new channel equals the relative transmitter power difference from the respective transmitter powers at the respective BER limits of the existing channels.

DETAILED DESCRIPTION

FIG. 2 is a graphic representation illustrating an example of line BER vs. a variable parameter. A solid curve 202 represents the dependence of line BER along the vertical axis vs. the value of the parameter along the horizontal axis. In this case, after the BER has been measured vs. the parameter, the parameter can be set at approximately 0.3 (indicated by an arrow 204 ) to minimize the line BER, and hence maximize the system operating margin. This measurement can be done constantly by dithering the parameter, or on a regular basis to adjust for aging and temperature variations that affect the system performance. Since the slope of curve 202 has differing absolute values on either side of the optimum value, the optimum parameter value is ideally found by measuring the BER vs. the parameter at several points on either side of the optimum value, fitting a curve to the measured values, and extrapolating to the optimum value.

The performance of a channel in a WDM network depends at least in part on how well the transmitter wavelength is centered on the corresponding channel filter pass band. Even if the transmitter wavelength is centered on the filter at installation of the channel, temperature and aging effects can cause the transmitter and filter to drift relative to one another. This drift can be tracked and compensated for by sweeping the transmitter wavelength across the filter pass band, while monitoring the receiver BER. For standard Distributed Feedback (DFB) lasers, for example, the wavelength can be swept by adjusting the laser temperature. This process requires an administrative communications link between the transmitter and receiver that enables the software to measure the line BER vs. the transmitter wavelength.

FIG. 3 is a generalized flow diagram illustrating software parameter optimization according to an embodiment of the invention. At step 301 , forward error correction (FEC) is encoded at the transmitter. At step 302 , the parameter (e.g., transmitter wavelength) is set initially at its nominal value, where it is assumed that the line BER is close to its optimum value. At step 304 the value of the parameter (e.g., transmitter wavelength) is then steadily increased while monitoring the FEC corrected BER at the receiver, until a nominal high line BER limit is encountered, e.g., 10 6 . At step 306 the parameter value reached at step 304 is recorded as a high parameter value (e.g., long transmitter wavelength) limit vhigh. At step 308 the parameter value (e.g., transmitter wavelength) is gradually decreased while monitoring the BER, until the nominal high line BER limit is again encountered. At step 310 the value of the parameter (e.g., short transmitter wavelength) at the BER limit reached at step 308 is recorded as a low parameter value limit vlow. At step 312 the parameter is centered at an optimized value vopt (vhigh vlow)/2. As shown in conditional steps 314 and 316 , this procedure of optimizing the parameter can be performed automatically when each wavelength channel is installed in the communication network, and at regular maintenance intervals to compensate for long-term aging and temperature drifts.

Many cases of parameter adjustment will be in the regime where the line BER is still too small to measure quickly. In these cases, a second parameter can be degraded while the first parameter is adjusted. The second parameter must be degraded so that the line BER is in a measurable regime, but not degraded to the extent that the introduced errors cannot be corrected. This procedure is illustrated in steps 318 and 320 of the flow diagram FIG. 3 . For example, this can be done by reducing the transmitter or amplifier power. Particularly, if power-controlled Erbium-doped Fiber Amplifiers (EDFAs) are used in a WDM system, then the power-reduction method is ideally performed such that the gain during the adjustment phase is comparable with the operating gain. In this way the dynamic gain tilt (amplifier gain variation) does not affect the adjustment procedure. The procedure for this adjustment depends on whether it is done in-service, or during the initial installation or upgrade.

The generalized FEC procedure illustrated in FIG. 3 can be applied to optimize transmitter wavelength relative to filter wavelength center. Alternatively, if the filter wavelength can be tuned, for example by adjusting filter temperature, then a similar generalized FEC procedure can be applied to optimize the filter wavelength relative to the transmitter wavelength. Described below are various other system parameters that can be optimized by monitoring the FEC corrected line BER, in accordance with procedures similar to those illustrate in FIG. 3 .

Transmission distances in an optical fiber can be limited by dispersion, distortion, received power, or received noise. If a channel transmission distance in a digital optical network is limited by received power or noise, then it is typically optimized by maximizing the launch power of its transmitter. However, if the channel transmission distance is limited by nonlinear effects at higher powers, e.g., limited by self-phase modulation or stimulated Brillouin scattering, then there is an optimum launch power that minimizes the BER. Decreasing the launch power below its optimum value reduces the received power in the launch power limited regime, whereas increasing the launch power above its optimum value increases the received signal distortion caused by nonlinear effects. Nonlinear effects become more significant as the bit rate increases. Additionally, in a WDM network the BER of a channel is affected by the powers in neighboring channels through nonlinear effects such as cross-phase modulation, four-wave mixing, and Raman scattering.

Similarly, there is an optimum extinction ratio for a given optical fiber length. Increasing the extinction ratio at the receiver increases the signal-to-noise ratio, but as the transmitter extinction ratio increases, transient chirp and pulse distortion also increase. Transient chirp and distortion increase the dispersion penalty at the receiver; therefore, a transmitter has an optimum extinction ratio that depends on the length of the fiber. If the transmitter chirp is independently adjustable, as for some external modulators, then it can also be optimized through the method of the present invention.

For a given fiber installation, the ideal launch power and extinction ratio can be determined by monitoring the line BER at the receiver, as the extinction ratio is increased from a very small value. The line BER decreases, then increases, as the dispersion limit is reached. By measuring the line BER vs. the extinction ratio, the optimized extinction ratio can be determined when a channel is installed. Thereafter, the adjustment can be performed at regular maintenance intervals to compensate for aging of the transmitter.

As described above, in a high-power single-channel system that is limited by launch power, the transmitter power can be adjusted while the line BER is monitored to determine the optimum launch power. The relative launch powers of the transmitters in a WDM system can likewise be optimized. In an amplified WDM network, the system performance depends on the launch powers of the various transmitter signals, because the signals share the amplifier gain. If the amplifiers are operated in a gain-control mode, the stronger transmitter powers must be reduced so that the stronger channels do not saturate the amplifiers. On the other hand, if the amplifiers are operated in a power-control mode, the channel powers must be adjusted to equalize the BERs of the channels. The adjustment of the channel powers can be done by adjusting each transmitter in sequence, while monitoring the line BER at the receiver. This adjustment is performed when the WDM system is installed or when a channel is added to an existing system.

FIG. 4 is a simplified flow diagram illustrating transmitter power optimization in a WDM network, according to embodiments of the present invention. Forward error correction (FEC) is encoded at the transmitters at step 402 . All transmitter powers are set at maximum power at step 404 . When a WDM network is installed with optical amplifiers operating in fixed gain control mode and if none of the amplifiers is saturated when all transmitters are initially operated at maximum power, then no adjustment is required, as illustrated at steps 406 a - 406 c . However, if a gain control mode amplifier saturates or if a WDM network is installed with optical amplifiers operating in fixed power control mode, then the transmitter powers are reduced in parallel while monitoring the FEC corrected errors at the receivers at step 408 , until the line BER of any given channel (hereinafter called Channel 1 ) increases to a predetermined limit (e.g., 10 5 . Fixing the transmitter power of Channel 1 at the value corresponding to the BER limit, other channel transmitter powers are reduced in parallel, as illustrated at step 410 . As each channel sequentially reaches the BER limit, the corresponding transmitter is fixed at the power that gives the same BER limit, as illustrated at step 412 .

After all channels have reached the BER limit, then all transmitter powers are increased in parallel until an amplifier reaches its maximum power, in the case of power control mode operation, as shown at steps 414 a and 416 . Alternatively, in the case of gain control mode operation, all channel powers are increased in parallel until an amplifier saturates, as illustrated at step 414 b . The respective amplifier powers are now optimized at their present operating points. Preferably, the power difference for each channel transmitter between its operating point and the BER limit point is recorded, as illustrated at step 418 . Then, when new channels are added to the network, their transmitter powers can be adjusted to the same margin above the BER limit as the existing transmitter powers.

In a long-haul optical fiber network, dispersion compensators may be required to support propagation beyond the rated dispersion limit of the transmitters. For such an application, dispersion compensators can be used to support the propagation without regeneration. The amount of compensation required depends on the total fiber dispersion and on dispersion-dependent nonlinear effects, such as cross-phase modulation in a WDM network. Since the dispersion parameters of an installed fiber are usually not accurately known, it is desirable to have adjustable dispersion compensators that can be set depending on the application. The optimum setting for the dispersion compensating module (DCM) can also be determined by monitoring the line BER in accordance with embodiments of the present invention. A method for adjusting the dispersion compensation is described in U.S. application Ser. No. 09/5778,996 Adjustable Dispersion Compensation Module, by C. Barnard, cited above.

The line BER can be measured by counting the corrected errors as a function of the dispersion compensation so that the optimum dispersion compensation can be found. If the BER is still too small to measure, then the transmitter power can be reduced to bring the BER into a regime where it can be measured quickly.

Methods have been proposed to monitor and compensate for transmission degradations caused by polarization mode dispersion in optical fibers (see Ono, U.S. Pat. No. 5,473,457, issued Dec. 5, 1995; and Roberts et al., U.S. Pat. No. 5,949,560, issued Sep. 7, 1999), but they have not employed FEC to monitor the degradation. If there is a means of adjusting the launch polarization of the transmitter, as suggested in Roberts et al., U.S. Pat. No. 5,949,560, cited above, then it can be adjusted while monitoring the line BER with FEC to optimize the launch polarization. Note that optimizing the transmitter polarization will be affected by polarization-dependent gain and loss, so the polarization setting will be the one that gives the minimum combined penalty.

In a multi-channel system, e.g., a WDM optical system, one parameter can affect one, several, or all the received signals. FIG. 5 is a graphic representation illustrating received line BERs for three simultaneously monitored channels vs. a variable parameter in curves 502 , 504 , and 506 . In this case, the optimum parameter value is the one that minimizes the worst-case BER, namely that shown in curve 506 . As illustrated in FIG. 5 , the optimum parameter value is 0.42, as indicated by an arrow 508 .

It will be clear to one skilled in the art that the above embodiment may be altered in many ways without departing from the scope of the invention. Accordingly, the scope of the invention should be determined by the following claims and their legal equivalents.