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Micron® 5200 Series of SATA SSDs
Join the SOLID storage revolution.
Because spinning media is winding down.
There’s an easy way to speed up business-critical workloads that cripple
hard drives: The Micron® 5200 series of SATA SSDs. Engineered on
industry-leading 64-layer 3D NAND, the Micron 5200 SSD delivers best-in-
class performance and capacity on the same proven architecture as the
5100 series.*
Designed for virtualized workloads that power your business, such as
OLTP, BI/DSS, VDI, block/object, media streaming and more, the low-
latency Micron 5200 series of SSDs eliminates storage bottlenecks with
fast, consistent performance — and a lower total cost of ownership.
A single Micron SSD allows you to get 3X more performance than an
entire rack of 24 10K RPM hard drives.** Imagine the impact — across
your entire data center.
Target Workloads & Applications
Key Benefits
Leading Performance
Industry-leading sequential reads/writes paired with 95,000
IOPS random reads and best-in-class random writes up to
33,000 deliver a compelling performance advantage over
hard drives and competing read-intensive SATA SSDs.‡
Leading Capacity and TCO
Capacities up to nearly 8TB — all on industry-leading, 64-
layer 3D NAND for a cost-optimized SATA platform that’s
uniquely competitive against hard drives.
Leading Reliability
Improved reliability with the industry’s highest published
MTTF and lowest annualized drive failure rate for SATA
enterprise SSDs according to data sheet specifications.‡‡
Same Trusted, Proven Architecture
Same controller. Same components. New NAND.
The result is easy quals, better performance and better value.
* The Micron 5200 was the first enterprise SSD available to purchase with 64-layer 3D NAND. Performance comparison based on public data sheet specifications for GB/s
throughput and random write IOPS performance for comparable enterprise SATA 2.5-inch read-intensive product family as of the date of this document’s publication. Actual
performance may vary.
** Based on IOPS performance of 24 hard drives (300GB, 10K RPM, SAS) compared to a single 960GB Micron 5100 PRO SSD in an OLTP workload environment. Results do not
reflect differences in capacity and hard drives were not short-stroked. Actual performance may vary. For conceptual purposes only.
‡ Based on maximum data sheet specifications (steady state) across the Micron 5200 product line. Performance varies by model and capacity. Visit the Micron 5200 product page
for additional product details.
‡‡ Per public data sheet specifications, the Micron 5200 SSD has a mean time to failure (MTTF) of 3 million device hours, compared to 2 million hours for SATA enterprise SSDs.
Converting these numbers to annualized failure rates gives the Micron 5200 a 0.29% annualized failure rate versus 0.44% for competing drives. Enhanced reliability is the
foundation for consistent, predictable performance.