NVIDIA Blackwell Architecture and B200 and B100 Accelerators Announced Going Bigger With Smaller Data
Name: |
Nvidia |
Founded: |
April 5, 1993 |
Founder: |
Jensen Huang, Chris Malachowsky, Curtis Priem |
Headquarters: |
Santa Clara, California, United States |
Industry: |
Semiconductors |
Products: |
Graphics processing units (GPUs), System on a chip units (SoCs), Artificial intelligence processors, Gaming consoles, Mobile computing devices, Automotive hardware |
Revenue: |
$16.68 billion (FY 2020) |
Employees: |
Approximately 14,000 |
Website: |
www.nvidia.com |
NVIDIA has recently announced its new Blackwell architecture along with the release of the B200 and B100 accelerators. These new advancements promise to revolutionize the world of data processing by providing more power and efficiency in a smaller package.
The Blackwell architecture is a major breakthrough in GPU technology. It introduces several innovations that allow for faster and more efficient data processing. One of the key features is the use of advanced memory compression techniques, which enables the GPUs to store and process larger amounts of data in a smaller space. This means that users can now work with larger datasets without worrying about running out of memory or sacrificing performance.
Furthermore, the B200 and B100 accelerators take full advantage of the Blackwell architecture. These accelerators are designed to deliver exceptional performance for a wide range of data-intensive applications. With a high core count and improved memory capacity, they can handle complex computations and deep learning tasks with ease.
One of the most notable benefits of the B200 and B100 accelerators is their power efficiency. NVIDIA has made significant advancements in reducing the power consumption of these devices while still maintaining high performance. This means that users can achieve more computational power without drastically increasing their power bills.
In addition to their power efficiency, the B200 and B100 accelerators also offer enhanced scalability. They can be easily integrated into existing systems or scaled up for larger deployments, making them suitable for a wide range of applications and industries.
Overall, the NVIDIA Blackwell architecture and the B200 and B100 accelerators mark a significant leap forward in data processing technology. These advancements enable users to work with bigger datasets and perform complex computations more efficiently. With improved power efficiency and scalability, these accelerators are poised to shape the future of data processing and accelerate innovation across various industries.
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Q: What is the next generation accelerator architecture from NVIDIA?
A: The next generation accelerator architecture from NVIDIA is called Blackwell.
Q: What is the significance of the name "Blackwell"?
A: Blackwell is named after Dr. David Harold Blackwell, an American statistics and mathematics pioneer.
Q: How does NVIDIA plan to stay ahead of its competitors in the accelerator market?
A: NVIDIA intends to continue iterating along its multi-generational product roadmap for GPUs and accelerators.
Q: How many GPU dies will the Blackwell architecture feature?
A: The Blackwell architecture will feature two GPU dies on a single package.
Q: What is the size of each individual die in the Blackwell architecture?
A: The exact size of each individual die in the Blackwell architecture has not been disclosed, but they are "reticle-sized" dies, likely over 800mm2 each.
Q: Which node is NVIDIA using for the Blackwell architecture?
A: NVIDIA is using a new node called TSMC 4NP, which is a higher-performing version of the 4N node used for the previous GH100 GPU.
Q: How many transistors are there in a complete Blackwell accelerator?
A: The complete Blackwell accelerator has 208 billion transistors.
Q: How many stacks of HBM3E memory are paired with each die in the Blackwell architecture?
A: Each die in the Blackwell architecture is paired with 4 stacks of HBM3E memory.
Q: What is the total memory capacity of the Blackwell GPU?
A: The Blackwell GPU offers up to 192GB of HBM3E memory.
Q: What is the thermal design power (TDP) of the Blackwell GPU?
A: The TDP of the Blackwell GPU is 1000W for the B200 module and 1200W for the GB200 superchip.
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)
Already commanding a dominant position in the generative AI accelerator market, NVIDIA is determined to maintain its lead by continuing to iterate on its GPUs and accelerators. The company has announced its next generation accelerator architecture, Blackwell, which aims to enhance performance, flexibility, and transistor count. The Blackwell GPU will feature two reticle-sized dies, offering improved memory bandwidth and capacity with 4 stacks of HBM3E memory, resulting in up to 192GB of memory. The architecture will incorporate NVIDIA's Transformer Engine, supporting lower precisions such as FP4 and FP6, and is expected to deliver significant performance gains in both training and inference. Additionally, NVIDIA is introducing NVLink 5 to enhance interconnect bandwidth and scalability. The Blackwell lineup includes the flagship B200 accelerator, the peak-performance GB200 superchip, and the drop-in compatible B100 accelerator. These accelerators are set to be released later in 2024, with the B200 offering a 4x increase in training performance and a 30x increase in inference performance compared to the previous generation.
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NVIDIA recently announced its groundbreaking Blackwell architecture along with the introduction of new B200 and B100 accelerators. These advancements signify a notable shift towards bigger performance gains while handling smaller data sets.
The Blackwell architecture emerges as the next evolution in GPU technology, optimizing compute power and efficiency for modern AI workloads. Powered by the revolutionary Blackwell GPU, it offers significant improvements in terms of performance and energy consumption compared to previous generations.
The B200 accelerator, built on the Blackwell architecture, is designed to deliver unparalleled performance for a wide range of AI applications, including natural language processing, computer vision, and machine learning. Equipped with advanced tensor cores, the B200 accelerator enables lightning-fast processing of complex data sets and accelerates neural network computations.
Not to be outdone, the B100 accelerator also utilizes the Blackwell architecture to provide exceptional performance for edge computing and embedded AI systems. Its small form factor and power efficiency make it a suitable choice for various applications, such as autonomous vehicles, robotics, and IoT devices. With the B100 accelerator, developers can now deploy highly capable AI solutions in resource-constrained environments.
Both the B200 and B100 accelerators are equipped with enhanced memory bandwidth and capacity, enabling quicker data access and manipulation. This ultimately translates to reduced latency and increased throughput, further boosting overall system performance.
Furthermore, these accelerators leverage NVIDIA's advanced software and development tools, such as CUDA and TensorRT, to simplify AI model development and deployment. The support for popular frameworks like TensorFlow and PyTorch ensures seamless integration into existing AI workflows.
In conclusion, NVIDIA's Blackwell architecture and the introduction of the B200 and B100 accelerators mark a significant step forward in AI computing. By delivering substantial performance improvements while working with smaller data sets, these advancements have the potential to revolutionize various industries and open up new opportunities for AI-driven innovation.
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