Patent Description:
An ever-growing bandwidth demand continues to drive a need for higher-speed optical interconnection networks, such as intra-datacenter links. To scale the interconnection interface bandwidth beyond lTb/s (<NUM>. 6Tb/s, <NUM>. 2bit/s and beyond), more bandwidth-efficient coherent optical transmission technologies are likely needed. A "coherent" optical transmission system is characterized by its capability to do "coherent detection," meaning that an optical receiver can track the phase of an optical transmitter to extract any phase and frequency information carried by a transmitted signal, and therefore allow encoding and decoding information over both the amplitude and phase dimension of a light (for each polarization). Coherent technology has the potential to achieve higher link budget, require less active optical components such as lasers, and is also more tolerant toward several optical transmission impairments, such as the in-band optical interference, fiber dispersion, as well as laser relative intensity noise (RIN). Fiber dispersion is still not a problem until 800Gb/s, but could become a problem for future multi-Tb/s systems if current intensity modulation with direct detection (IM/DD) based coarse wavelength division multiplexing (CWDM) technologies are used. The impact of laser RIN also increases with baud rate and the modulation level. Increasing baud rate to beyond current 56Gbaud and modulation level beyond <NUM> levels would likely require scaling bandwidth beyond 1Tb/s for intra-datacenter links.

Coherent optical transmission technology, which is predominantly used in long-haul (LH) and metro networks, still faces several challenges for intra-datacenter applications. The first is power-hungry coherent digital signal processing (DSP). The second is the need for lasers with higher phase stability and modulators with higher extinction ratio (ER). The third is the backward compatibility requirement for certain applications. Regarding the first challenge, although significant progress has been made in recent years, the state-of-the-art coherent DSP power is still prohibitively high for intra-datacenter applications. For example, at a <NUM> node, <NUM> coherent ZR, which represents the lowest-power <NUM> coherent DSP, is still about <NUM>% higher than IM/DD-based <NUM> solutions. Accordingly, there is a need for solutions capable of further reducing coherent DSP power for intra-datacenter reach applications.

Up to present, three types of methods have been used or proposed to reduce coherent receiver DSP power. The first is to move to more advanced CMOS node. The second is to use fractional (non-integer) oversampling technique to reduce oversampling rate from traditional <NUM> to about <NUM>. The third is to simplify the coherent equalizer design. For example, DSP power saving can be achieved by combining the conventional frequency-domain fiber chromatic dispersion (CD) equalizer and the time-domain polarization mode dispersion (PMD) multiple input multiple output (MIMO) equalizer into a single frequency-domain equalizer (FDE). But this method is effective only for metro or LH systems where the required equalizer length is significantly larger than that required by the intra-datacenter systems. As another example, a single-tap 2x2 complex-valued MIMO equalizer can be used for polarization recovery, while CD and bandwidth equalization is achieved by two complex-valued single-input single output (SISO) linear feedforward equalizers (FFEs). However, this method is very sensitive to coherent receiver path delays or skews. To address this coherent skew problem, an additional <NUM>-tap 4x4 MIMO equalizer can be used for coherent skew correction, at the expense of increased power consumption. Up to present, all the proposed simplified coherent equalization methods still require analog-to-digital conversion (ADC) oversampling and fractionally-spaced equalization for practical implementation.

<CIT> discloses an apparatus that includes a coherent optical receiver that can receive during a first time period a set of in-phase signals and a set of quadrature signals having a skew from the set of in-phase signals. The coherent receiver can blindly determine a delay between the set of in-phase signals and the set of quadrature signals based on the set of in-phase signals and the set of quadrature signals. The delay includes an intersymbol portion and an intrasymbol portion. The coherent optical receiver can apply the delay at a second time after the first time period such that a skew after the second time is less than the skew at the first time period.

<CIT> discloses a receiver that applies a calibration method to compensate for skew between input channels. The receiver skew is estimated by observing the coefficients of an adaptive equalizer which adjusts the coefficients based on time-varying properties of the multi-channel input signal. The receiver skew is compensated by programming the phase of the sampling clocks for the different channels. Furthermore, during real-time operation of the receiver, channel diagnostics is performed to automatically estimate differential group delay and/or other channel characteristics based on the equalizer coefficients using a frequency averaging or polarization averaging approach.

<CIT> discloses a coherent optical receiver, comprising: analog-to-digital conversion means configured for sampling an analog coherent optical signal into a digital coherent optical signal; channel equalization means configured for equalizing the digital coherent optical signal; channel transfer function calculation means configured for calculating a channel transfer function based on the digital coherent optical signal and the equalized digital coherent optical signal interpolated by interpolation means and configured for adjusting the channel equalization means based on the calculated channel transfer function; phase detection means configured for providing a timing error detection characteristic, TEDC, signal, based on the equalized digital coherent optical signal; feed-backward timing recovery means configured for adjusting the sampling of the analog-to-digital conversion means based on the TEDC signal with respect to a frequency offset compensation criterion; and feed-forward timing recovery means configured for adjusting the interpolation means with respect to a phase offset compensation criterion.

The system and method described herein further reduce coherent receiver DSP power by using baud-rate ADC sampling and baud-rate spaced coherent equalization. The present disclosure proposes a power-efficient dual-DSP architecture to enhance coherent receiver performance for short reach coherent systems.

Several techniques are described herein to enable a low-power coherent receiver with enhanced performance for intra-datacenter reach optical interconnection applications. The first is a coherent skew adjustment technique which enables lower-power baud-rate ADC sampling and baud-rate-spaced coherent equalization. The second is a real-valued low-power coherent equalization technique, where a single-tap real-valued 4x4 MIMO equalizer plus four real-valued single-input single-out (SISO) equalizers are used for simultaneous polarization recovery, in-phase and quadrature (I/Q) phase error correction, and bandwidth equalization. The third is a power-efficient dual-DSP architecture to enhance coherent receiver performance, in which a complementary low-speed (non-streaming) coherent DSP is introduced for optimal I/Q phase error correction and constellation decision parameters determination through more sophisticated algorithms that are too power hungry to be implemented in the primary (streaming) high-speed DSP. Combined use of these three techniques not only enables overall coherent receiver power reduction, but also improves overall receiver performance for short reach optical communication.

One aspect of the disclosure provides a method of processing received optical signals at a coherent receiver. The method includes receiving, at a plurality of analog-to-digital converter ADC sampling clocks, a plurality of separate signals based on the received optical signals , performing baud-rate ADC sampling at each of the plurality of ADC sampling clocks, providing the plurality of signals output by the plurality of ADC sampling clocks to a high-speed digital signal processor, performing, at the high-speed digital signal processor high-speed processing of each of the plurality of signals, wherein the high-speed processing provides bandwidth equalization and polarization recovery by: processing the signals using two different types of real-valued or mixed-value equalizers, said processing comprises: inputting each of the plurality of signals to one of a plurality of real-valued or mixed value multi-tap single input single output SISO equalizers, and inputting the plurality of signals into a real-valued single tap multiple input multiple output MIMO equalizer, and directly introducing different time delays to each of the plurality of ADC sampling clocks, comprising: detecting, by a baud rate clock phase error detector in a clock recovery loop, phase errors, directly introducing different time delays to each of the plurality of ADC sampling clocks, and inputting an output of the high-speed digital signal processor into the baud rate clock phase error detector.

In other examples, it may include using a separate voltage controlled oscillator (VCO) in a clock recovery loop for each ADC sampling clock, each VCO using information from a common baud rate clock phase error detector.

In some examples, a low-speed DSP in parallel with the high-speed DSP, the low-speed DSP performing block by block DSP, such as to find at least one of optical constellation decision parameters, I/Q phase error compensation parameters, or optimal equalizer tap coefficients for input to the high-speed DSP.

Another aspect of the disclosure provides a low-power coherent optical receiver, including a plurality of analog-to-digital converter ADC sampling clocks adapted to receive a plurality of separate signals based on the received optical signals , wherein each ADC sampling clock is configured to perform baud-rate ADC sampling, a high-speed digital signal processor configured to perform high-speed processing of each of the plurality of signals output by the ADC sampling clocks, wherein the high-speed processor is configured to provide bandwidth equalization and polarization recovery, wherein the high-speed digital signal processor further comprises two different types of real-valued or mixed-value equalizers connected to each other, comprising: a plurality of multi-tap single input single output SISO equalizers, and a single-tap multiple input multiple output MIMO equalizer, and a baud rate clock phase error detector in a clock recovery loop configured to directly introduce different time delays to each of the plurality of ADC sampling clocks, wherein an output of the high-speed digital signal processor is input into the baud rate clock phase error detector.

The clock recovery loop may include a plurality of separate delay adjustable clock buffers following clock distribution, or a separate voltage controlled oscillator (VCO) for each ADC sampling clock, each VCO using information from the baud rate clock phase error detector.

The receiver may further include a low-speed DSP in parallel with the high-speed DSP, wherein the low-speed DSP is configured to perform block by block DSP, such as to find at least one of optical constellation decision parameters, I/Q phase error compensation parameters, or optimal equalizer tap coefficients for input to the high-speed DSP.

According to implementations described herein, a low-power coherent receiver is provided which is enabled with enhanced performance for intra-datacenter reach optical interconnection applications using several techniques. The first is a coherent skew adjustment technique which enables lower-power baud-rate ADC sampling and baud-rate-spaced coherent equalization. The second is a real-valued or mixed-valued low-power coherent equalization technique, where a single-tap real-valued 4x4 MIMO equalizer plus four real-valued or two mixed-valued single-input single-out (SISO) equalizers are used for simultaneous polarization recovery, in-phase and quadrature (I/Q) phase error correction, and bandwidth equalization. The third is a power-efficient dual-DSP architecture to enhance coherent receiver performance, in which a complementary low-speed coherent DSP is introduced for optimal I/Q phase error correction and constellation decision parameters determination through more sophisticated algorithms that are too power hungry to be implemented in the primary high-speed DSP.

<FIG> illustrates a datacenter <NUM> including a plurality of racks <NUM>, <NUM>, <NUM>, each rack shelving a plurality of nodes, such as servers, switches, routers, storage devices, etc. The nodes may be capable of optical communication, and therefore may include transmitters and receivers for communicating over optical links. The nodes within a rack may be interconnected by links, such as intra-rack links <NUM>. A plurality of racks may be arranged in a plurality of rows <NUM>, <NUM>, <NUM>. Some or all of the nodes within a row may also be interconnected, such as by intra-row links <NUM>. Further, one or more of the nodes within a rack or row may be coupled to a core computing device <NUM>, such as by core links <NUM>. Any of the intra-rack links <NUM>, intra-row links <NUM>, and core links <NUM> may be considered intra-datacenter links. According to some examples, the datacenter <NUM> may also be coupled to another datacenter <NUM>, which may be in a remote geographical location or on a same campus, by inter-datacenter link <NUM>.

Some or all of the intra-datacenter links may be optical links, such as fiber ribbon links, bit-parallel wavelength division multiplexed (WDM) links, etc., over either multimode fiber (MMF) or single mode fiber (SMF). The optical links may be configured for transmission over relatively short distances, such as <NUM> or less.

While the nodes of the datacenter <NUM> of <FIG> are illustrated in a particular arrangement, it should be understood that the datacenter <NUM> may include nodes arranged in any of a variety of different architectures. For example, one possible architecture is a layered architecture, including core, aggregation, and access layers. In this example, the core layer may provide a high-speed packet switching backplane for all flows going in and out of the data center. Aggregation layer modules may provide for functions such as service module integration, Layer <NUM> domain definitions, spanning tree processing, default gateway redundancy, content switching, firewall, SSL offload, intrusion detection, network analysis, firewall and server load balancing, etc. In the access layer, the servers may physically attach to the network. Other possible architectures include, by way of example only, a multi-tier model, server cluster model, or any of a variety of other models.

Moreover, while the aspects of this disclosure are described primarily with respect to intra-datacenter links, it should be understood that the features described are also applicable to other types of link, such as from a central office to home, enterprise links, etc..

<FIG> illustrates a conventional receiver for short range optical communications. Conventionally, all pragmatic coherent receivers have used ADC oversampling and fractional-spaced equalization, where equalizer tap spacing is smaller than a symbol period. Lower-power baud-rate sampling and baud-rate spaced equalization techniques have been used in short reach IM/DD PAM4 systems, but baud-rate sampling and equalization (BRSE) techniques have not been achievable in coherent systems for two main reasons. First, the BRSE technique is sensitive to ADC sampling time, and optimal performance can only be achieved by sampling at the center of each signal pulse. Such a requirement can be challenging to meet for coherent systems that require joint processing of four received signals, the four signals including in-phase and quadrature components in two orthogonal polarizations. This is because there are unknown and variable time delays, or "skews," between the four signals. Second, the BRSE technique has limited fiber CD and PMD tolerance, which is unacceptable for traditional coherent use cases with significant fiber CD and PMD. For intra-datacenter use cases, fiber CD and PMD is usually much smaller due to the use of O-band wavelength as well as shorter transmission reach, typically less than <NUM>.

As shown in <FIG>, the coherent receiver has four inputs <NUM> - two for in-phase and two for quadrature, with each of the in-phase and quadrature having an x polarization and a y polarization. Each of the inputs <NUM> receives a separate signal, and the signals need to be synchronized. Accordingly, the conventional coherent receiver requires a skew compensation module <NUM> and an I/Q phase compensation module <NUM> between ADC sampling clocks <NUM> and chromatic dispersion (CD) equalization <NUM>. The skew compensation module <NUM> and I/Q compensation module <NUM> may be digital signal processors. Because traditional skew compensation methods are used, the conventional coherent receiver also requires ADC oversampling, and therefore includes an oversampling clock phase error detector <NUM> between CD equalization <NUM> and clock recovery loop <NUM>.

Conventional coherent receiver <NUM> further includes a multi-tap complex-valued 2x2 MIMO equalizer <NUM> for simultaneous bandwidth equalization and polarization recovery, and two additional (equivalent) 2x2 real-valued MIMO equalizer for I/Q phase error compensation (functional block <NUM>), since the 2x2 complex-valued MIMO equalizer is not effective for I/Q phase error compensation.

<FIG> illustrates a novel dual-receiver design, enabling BRSE. As shown in this example, four ADC sampling clocks <NUM> receive signals from four input <NUM>. The coherent receiver <NUM> does not require a skew compensation module or I/Q phase compensation module as shown in the conventional receiver. Rather, skew adjustment is performed by directly introducing different time delays to the four ADC sampling clocks. For example, a delay-adjustable clock buffer <NUM> follows clock distribution functional block <NUM> for each of the four ADC sampling clocks. In some examples, the delay adjustable clock buffer <NUM> could be integrated into the clock distribution unit.

The delay for each of the four clock buffers <NUM> can be individually or jointly optimized by monitoring phase errors detected by baud-rate clock phase error detector <NUM>, which could be implemented by the classic Mueller-Mueller phase error detector using phase-recovered quadrature amplitude modulation (QAM) signals in both the X- and Y-polarizations. In some examples, one phase error detector <NUM> may be used to detect the averaged clock phase error over the four signal paths. A two-step optimization process could be used, wherein first the initial clock buffer delay is identical for all the four sampling clocks. Accordingly, the four clocks may be phase-synchronized. The common clock phase may be optimized by adjusting the phase of voltage controlled oscillator (VCO) <NUM>. In the second step, once the common clock phase is optimized, individual clock phase may be fine-tuned, one at a time, by adjusting the corresponding clock buffer delay to minimize the average clock phase error. This skew compensation method may also be used for oversampled coherent systems, to remove the need for the additional skew compensation DSP required for the traditional coherent receiver.

The coherent receiver <NUM> of <FIG> also includes a power-efficient dual-DSP architecture. For example, a high-speed DSP <NUM> includes two different types of real-valued equalizers that achieve bandwidth equalization and polarization recovery. The operational speed of the high-speed DSP may be equal to the ADC sampling rate, which may be, for example, ><NUM>. The first type may be a real-valued multi-tap single input single output (SISO) equalizer <NUM> for each of the four ADC sampling clocks <NUM>. The SISO equalizers <NUM> may be linear or nonlinear, and may be used for bandwidth equalization of the four input signals. The signals output from the SISO equalizer <NUM> may be input to the second type of equalizer, such as single-tap 4x4 real-valued MIMO equalizer <NUM>, which may be used for polarization recovery and for phase error compensation. This single-tap 4x4 MIMO equalizer <NUM> may further achieve simultaneous receiver in-phase (I) and quadrature (Q) phase error compensation. As compared to the conventional receiver illustrated in <FIG>, the receiver of <FIG> not only removes the need for independent I/Q compensation DSP, it also greatly reduces the bandwidth equalizer complexity due to the use of real-valued SISO equalizer. For example, to achieve the same bandwidth equalization capability, the receiver <NUM> may reduce the implementation complexity by about <NUM>%. Whereas a single-tap complex-valued 2x2 MIMO linear equalizer requires <NUM> real-valued multiplication operations, <NUM> single-tap real-valued SISO linear equalizers only require <NUM> real-valued multiplication operations.

The four real-valued outputs from the MIMO equalizer <NUM> are converted into two complex-valued signals and then are sent into carrier recovery unit <NUM>, which is output to symbol and forward error correction (FEC) decoder <NUM>. In parallel, complementary low-speed DSP <NUM> may perform block by block DSP. In this regard, more sophisticated DSP algorithms, such as certain machine learning based algorithms, may be executed in a parallel low-speed non-streaming block by block coherent DSP <NUM> to help find optimal constellation decision parameters as well as the I/Q phase correction parameters for the primary high-speed coherent DSP <NUM>. This low-speed DSP <NUM> may also help find the optimal equalizer tap coefficients if the link state change is relatively slow. The low-speed DSP may operate at a speed several orders lower than the ADC sampling speed, for example from <NUM> to <NUM>.

<FIG> illustrates an example of the low-speed DSP <NUM> in more detail. The complementary low-speed DSP <NUM> may be in a separate functional block from the receiver <NUM>, but on a same or different integrated circuit.

As shown, the low-speed DSP <NUM> includes data buffer <NUM>, and I/Q phase error compensation <NUM>, which output I/Q phase error compensation parameters <NUM>. The I/Q phase error compensation parameters can be expressed as a 2x2 real-valued matrix, consisting of four real-valued numbers.

The four signals output from the I/Q phase error compensation unit <NUM> are then input to advance adaptive equalizer unit <NUM>, and then multiplexed into carrier recovery unit <NUM>, both of which units interface with decision parameters discovery and equalizer (EQ) algorithm <NUM>. The unit <NUM> employs certain adaptive equalization algorithms, for example, the common least mean square algorithm (LMS) to determine how to update the equalizer tap coefficients. This functional block also employs certain heuristic algorithms or the blind search algorithm to find the optimal constellation decision parameters. Metrics unit <NUM> may be used to find metrics such as signal to noise ratio (SNR), bit error ratio (BER), noise variance, etc. Output from the metrics unit <NUM> may also be output to the decision parameters discovery and EQ algorithm <NUM>. In this regard, starting with an ideal case, parameters may be changed to look for SNR, and then find constellation decision boundary parameters and EQ parameters to optimize.

The constellation decision parameters may include an actual location of each constellation point as well as a decision boundary between neighboring constellation points. The location of each constellation point is used in symbol decision making in the equalizer and the carrier recovery circuits. For power-constrained short-reach coherent transmission systems employing low-cost components, a received signal constellation may be distorted/shifted due to insufficient modulator extinction ratio (ER) and non-negligible component nonlinearities, even without inter-symbol interference (ISI). For such a coherent system, the receiver performance strongly depends on the constellation decision parameters used for the equalizer. Non-optimal constellation decision parameters could result in significant performance penalty. But optimal constellation decision parameters can be hard to find using conventional least mean square (LMS) based algorithms. LMS based algorithms have been universally used for high-speed coherent equalizers due to their simplicity. However, implementing more sophisticated algorithms, such as certain machine learning based algorithms, directly into the high-speed DSP is impractical since power consumption and ASIC area cost could be too high for short-reach applications. By introducing the complementary low-speed non-streaming coherent DSP <NUM>, more advanced DSP algorithms could be used to find optimal parameters required by the equalizer with negligible power and cost impact. Additionally, this low-speed DSP <NUM> may be used to find optimal I/Q phase error compensation parameter, which could be challenging to find with the conventional LMS based algorithms.

<FIG> illustrates another example implementation of the skew adjustment technique. This implementation includes four clock recovery loops <NUM>, <NUM>, <NUM>, <NUM> with a shared baud-rate phase error detector <NUM>. Since there are four VCOs, skew adjustment can be achieved by operating each VCO at slightly different clock phase. This can be achieved by jointly optimizing the four VCOs by using a single clock phase error signal from the baud-rate phase error detector using the classic gradient based algorithms.

<FIG> illustrate further example implementations. In <FIG>, single-tap 4x4 MIMO equalizer <NUM> may be implemented before SISO bandwidth equalizers <NUM>. In <FIG>, the single-tap 4x4 MIMO equalizer <NUM> may be implemented between the four SISO bandwidth equalizers <NUM>. In this example, the same number of SISO bandwidth equalizers may be used as in <FIG>, but the inputs may be split in half, thereby making it more powerful.

The four SISO equalizers <NUM> and the single-tap 4x4 MIMO equalizer <NUM> may be optimized independently, or they may also be optimized jointly as a single equalizer. For example, referring to the implementation shown in <FIG>, the tap of the 4x4 MIMO equalizer can be selected as the central tap, while the left SISO equalizer taps as the precursor taps and the right SISO equalizers as the post-cursor taps, or vice versa depending on the definition. Such a design could increase bandwidth equalization capability without increasing the actual equalizer tap length.

Additionally, the four real-valued SISO equalizers may be replaced by two mixed-value SISO equalizers (one mixed-value SISO equalizer per polarization), where the input signals to the mixed-value SISO equalizer are complex-valued numbers, which can be expressed by Ix+jQx for x -polarization and Iy+jQy for y-polarization, but the coefficient for each mixed-value SISO equalizer tap can be chosen to be either real-valued number or complex-valued number. If all the equalizer taps are designed to have real-valued coefficients, both the performance and implementation complexity for the two mixed-value SISO equalizer will be similar to the <NUM> real-valued SISO equalizer. If a portion of the mixed-value SISO equalizer taps (e.g. the middle three taps) are designed to have complex-valued tap coefficients, then the implementation complexity will increase, but fiber CD tolerance will also improve.

<FIG> is a block diagram illustrating an example node <NUM>, such as datacenter switch. The node <NUM> includes various components, including one or more processors <NUM>, memory <NUM>, and other components typically present in switches, routers, servers, or other nodes. The one or more processors <NUM> may be in communication with other components of the node <NUM>, such as transmitter <NUM>, receiver <NUM>, and other components that are not shown, such as fibers, amplifiers, circuitry, wiring, etc..

The memory <NUM> stores information accessible by processor <NUM>, including instructions <NUM> and data <NUM> that may be executed or otherwise used by the processor <NUM>. The memory <NUM> may be of any type capable of storing information accessible by the processor, including a computer-readable medium, or other medium that stores data that may be read with the aid of an electronic device, such as a hard-drive, memory card, ROM, RAM, DVD or other optical disks, as well as other write-capable and read-only memories.

For example, the instructions may be stored as computer code on the computer-readable medium. The instructions may be stored in object code format for direct processing by the processor, or in any other computer language including scripts or collections of independent source code modules that are interpreted on demand or compiled in advance.

For instance, although the system and method is not limited by any particular data structure, the data may be stored in computer registers, in a relational database as a table having a plurality of different fields and records, XML documents or flat files. The data may also be formatted in any computer-readable format. The data may comprise any information, such as numbers, descriptive text, proprietary codes, references to data stored in other areas of the same memory or different memories (including other network locations) or information that is used by a function to calculate the relevant data.

The processor <NUM> may be any conventional processor, such as processors from Intel Corporation or Advanced Micro Devices. Alternatively, the processor may be a dedicated device such as an ASIC. Although <FIG> functionally illustrates the processor, memory, and other elements of the node <NUM> as being within the same block, it will be understood by those of ordinary skill in the art that the processor and memory may actually comprise multiple processors and memories that may or may not be stored within the same physical housing. For example, memory may be a hard drive or other storage media located in a server farm of a data center. Accordingly, references to a processor or computer will be understood to include references to a collection of processors or computers or memories that may or may not operate in parallel.

The transmitter <NUM> may include any commercially available components, or it may have specialized hardware. The receiver <NUM> may include the components described above in connection with <FIG>. While the transmitter <NUM> and receiver <NUM> are shown as separate entities, it should be understood that they may be a single transceiver unit.

<FIG> illustrates a method <NUM> of receiving short range optical signals at a coherent receiver. The method <NUM> may be performed by, for example, a network node including the coherent receiver. While the operations associated with the method <NUM> are described in a particular order, it should be understood that they may be performed in a different order or simultaneously. Moreover, operations may be added or omitted.

In block <NUM>, a plurality of optical signals are received at a plurality of ADC sampling clocks. The plurality of optical signals may include in-phase and quadrature signals, each having x and y polarizations. One signal may be received at each ADC sampling clock. Accordingly, for example, a system designed for receiving four individual signals will include four ADC sampling clocks.

In block <NUM>, high-speed digital signal processing is performed in parallel with low-speed digital signal processing of block <NUM>. The high-speed DSP may be executed without an independent I/Q compensation unit. Rather, the high-speed DSP may include performing SISO equalization at a plurality of real-valued or mixed-valued SISO equalizers, and MIMO equalization at a real-valued MIMO equalizer. While SISO equalization (block <NUM>) is illustrated first, it should be understood, as discussed above, that MIMO equalization (block <NUM>) may alternatively be performed first. In other examples, the MIMO equalizer may be between SISO equalizers.

In block <NUM>, the low-speed DSP may be executed to identify or optimize one or more parameters for input to the high-speed DSP. For example, the low-speed DSP may find constellation decision parameters (block <NUM>), equalizer tap coefficients (block <NUM>), or any of a variety of other parameters. The low-speed DSP may perform, for example, block-by-block processing.

In block <NUM>, skew adjustment is performed by directly introducing different time delays to the plurality of ADC sampling clocks. This may be performed without a dedicated skew compensation unit. Rather, introduction of the time delays may be performed as part of a clock recovery loop and may be based on baud rate clock phase error detection. The time delays are used in further receipt and processing of optical signals.

The skew-adjustment techniques described above enable lower-power baud-rate sampling and equalization technology for coherent systems. The real-valued coherent equalization technique reduces coherent equalizer implementation complexity by about <NUM>%. About <NUM>% overall coherent receiver power and area/cost reduction is achievable with combined use of both technologies. Furthermore, the proposed dual-DSP architecture enables the use of more advanced DSP algorithms to improve the coherent receiver performance with negligible power and cost impact.

Claim 1:
A method of processing received optical signals at a coherent receiver (<NUM>), the method comprising:
receiving (<NUM>), at a plurality of analog-to-digital converter ADC sampling clocks (<NUM>), a plurality of separate signals (Ix, Qx, Iy, Qy) based on the received optical signals;
performing baud-rate ADC sampling at each of the plurality of ADC sampling clocks (<NUM>);
providing the plurality of signals output by the plurality of ADC sampling clocks to a high-speed digital signal processor (<NUM>);
performing (<NUM>), at the high-speed digital signal processor (<NUM>) high-speed processing of each of the plurality of signals, wherein the high-speed processing provides bandwidth equalization and polarization recovery by: processing the signals using two different types of real-valued or mixed-value equalizers, said processing comprises:
inputting each of the plurality of signals to one of a plurality of real-valued or mixed-value multi-tap single input single output SISO equalizers (<NUM>, <NUM>); and
inputting the plurality of signals into a real-valued single tap multiple input multiple output MIMO equalizer (<NUM>, <NUM>); and
directly introducing (<NUM>) different time delays to each of the plurality of ADC sampling clocks (<NUM>), comprising: detecting, by a baud rate clock phase error detector (<NUM>) in a clock recovery loop (<NUM>, <NUM>), phase errors,
directly introducing different time delays to each of the plurality of ADC sampling clocks (<NUM>), and
inputting an output of the high-speed digital signal processor (<NUM>) into the baud rate clock phase error detector (<NUM>).