In today's digital age, the demand for high-speed, high-bandwidth fiber optic transmission solutions in data center networks is growing rapidly. In this field, the 400G DR4/DR4+ and FR4 optical transceivers have attracted widespread attention. These transceivers not only provide impressive transmission speeds and bandwidth but also incorporate multiple innovative technologies for high performance and stability.
This blog will delve into the principles of the 400G DR4/DR4+ and FR4 optics, as well as their key technologies. By understanding these innovative technologies, we can better grasp the applications, advantages, and importance of these modules in data center networks to meet the ever-increasing data transmission needs.
Principle of 400G DR4/DR4+ & FR4 Transceivers
NADDOD's 400G DR4/DR4+ & FR4 optical transceivers comply with the IEEE 802.3bs & 802.3cu (Draft) standards and employ a platform-based hardware design. They can meet the transmission requirements of 500m and 2km, respectively.
The block diagram of the 400G DR4/DR4+ and 400G FR4 is shown below, with the 400G DR4/DR4+ transceiver using a standard 12-core MPO connector and the 400G FR4 transceiver using a standard dual LC connector.
The transceivers primarily consist of receiver and transmitter optical components, EML drivers, transimpedance amplifiers (TIA), PAM4 business chips (oDSP), controllers, and other components, totaling six parts.
In terms of transceiver design, NADDOD employs a complete range of independently developed key underlying components with proprietary intellectual property rights, covering end-to-end vertical integration solutions from optical chips (EML, PD) to electrical chips (driver, TIA, oDSP).
Schematic Diagram of 400G DR4/DR4+
![Schematic diagram of 400G DR4 optical transceiver](data:image/png;base64,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)
Schematic Diagram of 400G FR4
![Schematic diagram of 400G FR4 optical transceiver](data:image/png;base64,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The 400G DR4/DR4+ & FR4 optical transceivers utilize four optical channels, each carrying a 106.25Gbps signal, and eight electrical channels, each carrying a 53.125Gbps signal. Both optical and electrical signals employ PAM4 high-order modulation, and rate conversion is achieved internally through the transceiver's oDSP, which also handles clock recovery, signal amplification, and conditioning.
Additionally, the 400G DR4/DR4+ optical transceiver is designed for parallel transmission, with four channels using the same wavelength, while the 400G FR4 optical transceiver is designed for wavelength multiplexing, combining four channels with different wavelengths into one output through an optical multiplexer.
Compared to 100G CWDM4 and 100G PSM4, the 400G DR4/DR4+ & FR4 achieves higher system transmission rates by increasing the single-channel optical and electrical signal transmission rates and the number of electrical signal channels simultaneously.
Key Technologies
To meet the high-performance, low-cost, and deliverable requirements of 400G DR4/DR4+ & FR4 single-mode short-reach optical transceivers for data center applications, NADDOD has adopted several key technologies, including:
High-performance EML Lasers
The 400G DR4/DR4+ & FR4 modules utilize NADDOD's independently developed high-performance EML lasers. As shown in the diagram below, these lasers achieve high bandwidth and non-cooling application characteristics through optimized EAM quantum wells, DFB quantum wells, and grating designs.
The typical bandwidth exceeds 40GHz, and the transmitter TDECQ (transmit dispersion eye closure quaternary) performance optimization is greater than 0.5dB, reducing the demand for transmitter OMA optical power. This is beneficial for reducing system power consumption and improving long-term reliability.
Schematic Diagram of EML Structure
![Schematic diagram of EML structure](data:image/png;base64,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)
Single-mode Lens PD Design
The 400G DR4 & FR4 optical transceivers utilize high-performance single-mode PD detectors with built-in lens design. These chips are assembled using Flip-Chip packaging technology and are optimized for special performance in conjunction with silicon photonic waveguide devices.
As shown in the diagram below, compared to traditional front-illuminated PDs, the single-mode lens PD employs a bottom-illuminated design with focusing characteristics, resulting in strong light-receiving capability and a 30% to 40% improvement in coupling tolerance. The use of Flip-Chip packaging technology also reduces the wire length from the PD to the TIA.
Schematic Diagram of Single-mode Lens PD Structure
![Schematic diagram of single-mode lens PD structure](data:image/png;base64,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)
(Left) Traditional Front-Illuminated PD (Right) Lens-Integrated PD
These features not only enhance the receiving performance of the transceiver but also lower the precision requirements for production processes, effectively ensuring the performance and cost competitiveness of NADDOD's optical transceivers.
Receiver Silicon-Photonics Hybrid Integration Design
NADDOD adopts silicon photonic waveguide devices (DeMUX) based on SiN material. Combined with the high-performance lens PD mentioned earlier, these devices are hybrid-integrated using Flip-Chip packaging technology to form the receiver optical component shown in the left image below.
Comparison of Silicon Photonic and Free Space Designs
![Comparison of Silicon Photonics and Free Space Design](data:image/png;base64,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)
(Left) Free Space Design (Right) Silicon Photonic Integration
Compared to the Free Space design of optical components, as shown in the right image above, NADDOD's silicon photonic components reduce the number of optical elements by 60%. The passive assembly process is less complex, resulting in a 30% to 40% improvement in coupling efficiency. This achieves a transceiver solution with lower cost, better performance, and higher reliability.
Comparison between Silicon Photonic and Free Space Solutions
Type
|
Free Space Solution
|
Silicon Photonic Solution
|
Components
|
5
|
2
|
PD coupling process
|
Active coupling
|
Passive mounting
|
Cost
|
Medium
|
Low
|
Reliability
|
Higher
|
High
|
Chip-On-Board (COB) Packaging Design
For 400G DR4/DR4+ & FR4 transceivers, both the transmit and receive end optical chips (EML, PD) and electrical chips (Driver, TIA) are all integrated using COB packaging. This design involves chip placement and wire bonding processes to mount the chips on the PCBA board. The diagram below illustrates the system configuration of COB packaging for a 400G FR4 transceiver, with similar design structures for 400G DR4/DR4+ transceivers.
Schematic Diagram of COB Design
![Schematic diagram of optical transceiver COB design](data:image/png;base64,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)
In this COB packaging design, the transmit end adopts a non-hermetic design, eliminating the substrate and hermetic enclosure used in traditional optoelectronic device packaging. This reduces material costs and simplifies the manufacturing process, facilitating automated production.
The receiving end utilizes the silicon photonic integrated optical components mentioned in the previous section, which have lower component complexity and improved coupling efficiency. The COB packaging mentioned above contributes to achieving high-performance, cost-effective transceiver solutions.
High-Performance oDSP
The 400G DR4/DR4+ & FR4 optical transceivers feature a self-developed 7nm 106Gbps PAM4 oDSP (optical Digital Signal Processor). This oDSP operates at an ultra-low core voltage, reducing chip power consumption. It incorporates a large-bandwidth multi-mode converter to enhance signal restoration quality.
Additionally, it supports a rich set of powerful digital algorithm equalizers. In addition to the common FFE (Feed-Forward Equalization) linear equalizer, it also deploys non-linear compensation algorithms at the transmit and receive ends to handle complex and diverse link impairments.
Furthermore, the oDSP provides extensive and powerful maintenance features, including SNR (Signal-to-Noise Ratio) monitoring, link transfer function estimation, and online firmware upgrade capabilities, enhancing network operational efficiency.
Others
In addition, the 400G DR4/DR4+ & FR4 optical transceivers also incorporate low-noise, high-bandwidth linear TIA (Transimpedance Amplifier) and high-bandwidth EML (Electro-absorption Modulated Laser) driver devices, meeting the data center's requirements for cost and power consumption.
Conclusion
In summary, the 400G DR4/DR4+ and FR4 optical transceivers represent the latest advancements in fiber optic transmission. As a leading provider of comprehensive optical network solutions, NADDOD has achieved higher bandwidth and faster transmission speeds in these optical transceivers through the use of high-performance lasers, innovative designs, and advanced signal processing technologies. This provides robust support for data center networks.
With ongoing technological advancements, we can expect these optical transceivers to play an even more significant role in future data center networks, driving progress and innovation in the digital age.
FAQ
1. What kind of patch cables should be used with QSFP-DD 400G DR4 and what kind of fiber should be used with QSFP-DD 400G FR4?
QSFP-DD 400G DR4 transceiver needs to be paired with a single-mode 12-core MPO interface and an APC connector, while QDD-400G-FR4 is a duplex LC interface, so it can be paired with a regular single-mode fiber with LC connector.
2. Does QSFP-DD400G DR4 support breakout connection?
QSFP-DD 400G DR4 module is an MPO interface, as long as the device port using the transceiver supports breakout function, then 400G DR4 can be interconnected with 100G DR transceiver with MPO to LC harness fiber. This scenario is very common in connecting 400G QDD switches to 100G QSFP28 switches.
3. QSFP56-DD has the standard 8*50G channel, why QSFP-DD 400G DR4 has only four channels?
The optical transceiver mainly completes the photoelectric conversion work, for its signal channel number, there are two dimensions: electrical signal (i.e., host side, connected to the device) and optical signal (i.e., the optical path side, connected to the fiber), 8 * 50G is its electrical signal channel mode on the host side, the QDD-400G-DR4 transceiver's DSP chip with the gearbox function, which can convert the electrical signal of 8X50G to 4X100G optical signal. The DSP chip of QDD-400G-DR4 transceiver has a gearbox function, which can convert 8X50G electrical signal into 4X100G optical signal.
4. What application scenarios are QSFP-DD 400G DR4 generally used in?
QDD-400G-DR4 transceiver is generally used in the interconnection of 400G leaf switch and spine, or interconnection of 400G QDD switch and 100G QSFP28 switch, with the increase of server NIC rate, it can also be used in the interconnection of 400G QDD switch and 400G OSFP/QSFP112 NIC.
5. Is the QSFP-DD 400G DR4 compatible with QSFP56 or QSFP28 ports?
No; QSFP-DD ports can use QSFP56 or QSFP28 optical transceivers, but QSFP-DD optical transceivers cannot be connected with QSFP56/QSFP28 ports.
6. What is the main difference between QSFP-DD 400G FR4 and DR4?
There are two main differences: First, the optical interface is different, DR4 is MPO interface, while FR4 is duplex LC interface, in the same transmission distance using FR4 is more saving fiber resources; Second, the transmission distance is different, FR4 detector sensitivity is higher, the theoretical transmission is 2km, while DR4 is only 500 meters.
7. Can QSFP-DD 400G FR4 be used in 200G QSFP-DD port?
No, the 200G QSFP-DD port is 8X25G mode and does not support PAM4, and the FR4 transceiver can't actively decelerate to 8X50G.