RAID 0 Capacity Calculator – Stripe Size, Speed and Risk

RAID 0 Capacity Calculator

Size a RAID 0 stripe set in seconds. Enter the number of member drives, per-drive capacity and drive type to get total usable storage in decimal TB and binary TiB, the aggregate read and write throughput as speed scales with every drive, and the blunt truth about RAID 0: zero fault tolerance, so any single drive failure destroys the entire array.

🎯Real Stripe Set Presets

🔧Array Inputs

RAID 0 needs at least 2 drives; more drives means more speed and more risk.

Nominal size printed on the drive; the smallest member limits all others.

Manufacturers label decimal TB; the OS often reports binary TiB.

Sets a realistic per-drive sequential throughput baseline.

Per-drive sequential speed; auto-filled by drive type, editable for Custom.

Chunk written per drive before moving to the next; larger favours big files.

Real striping rarely hits perfect n x; 85-95% is typical from bus overhead.

Usable share after filesystem metadata and reserve; NTFS/ext4 leave ~5%.

Total capacity 0 TB striped raw storage
Aggregate throughput 0 MB/s read and write both scale
Usable efficiency 100% no parity or mirror overhead
Fault tolerance 0 drives data-loss risk on any failure

🔢RAID 0 At A Glance

n x Stotal capacity
100%usable
n x Tthroughput
0drives redundant

📊Drives and Size to Striped Capacity

DrivesPer DriveTotal CapacityApprox Binary
21 TB2 TB1.82 TiB
22 TB4 TB3.64 TiB
31 TB3 TB2.73 TiB
32 TB6 TB5.46 TiB
42 TB8 TB7.28 TiB
44 TB16 TB14.55 TiB
61 TB6 TB5.46 TiB
82 TB16 TB14.55 TiB

Aggregate Throughput by Drive Type

Drive TypeSingle Drive2-Drive RAID 04-Drive RAID 0Bus Note
5400 RPM HDD~100 MB/s~180 MB/s~360 MB/sSATA fine
7200 RPM HDD~160 MB/s~290 MB/s~576 MB/sSATA fine
SATA SSD~550 MB/s~990 MB/s~1980 MB/sSATA caps ~550 each
NVMe SSD (Gen3)~3500 MB/s~6300 MB/s~12600 MB/sNeeds PCIe lanes
NVMe SSD (Gen4)~7000 MB/s~12600 MB/s~25200 MB/sLane-limited fast
NVMe SSD (Gen5)~12000 MB/s~21600 MB/s~43200 MB/sController bound

🚩Array Reliability as Drives Increase

DrivesFault TolerantSingle-Drive Fail OddsApprox Array Fail OddsGuidance
202% per year~3.96%Backup required
302% per year~5.88%Backup required
402% per year~7.76%Backup required
602% per year~11.4%High exposure
802% per year~14.9%High exposure
1202% per year~21.5%Rarely advised

🗃RAID Level Comparison Grid

RAID LevelCapacity EfficiencyMin DrivesFault ToleranceRead GainWrite Gain
RAID 0 (stripe)100%20 drivesUp to n xUp to n x
RAID 1 (mirror)50%21 driveUp to n x1 x
RAID 5 (single parity)(n-1)/n31 driveUp to (n-1) xReduced (parity)
RAID 6 (double parity)(n-2)/n42 drivesUp to (n-2) xLower (2 parity)
RAID 10 (mirror+stripe)50%41 per mirror pairUp to n xUp to n/2 x

Formula Breakdown

Total capacity = n × SNumber of drives times the smallest member size. With 4 drives of 2 TB, capacity = 4 × 2 = 8 TB. All drives should match, since the smallest one caps every member.
Usable = 100%RAID 0 keeps no mirror copy and stores no parity, so every byte of every drive is usable. Only the filesystem itself claims a small overhead.
Binary TiB = TB × 10^12 / 2^40Drives are sold in decimal terabytes but the OS reports tebibytes. 8 TB becomes 8 × 0.9095 = 7.28 TiB, which is why formatted space looks smaller.
Throughput = n × T × effSequential speed scales with every drive for both reads and writes. Four NVMe drives at 3500 MB/s and 90% scaling reach 4 × 3500 × 0.90 = 12600 MB/s.
Fault tolerance = 0Data is split across all drives with no redundancy, so losing any one member loses the whole array. There is no rebuild, only restore from backup.
Array fail ≈ 1 − R^nIf each drive survives a year with reliability R, the array survives only if all do. With R = 0.98 and n = 4, fail risk = 1 − 0.98^4 ≈ 7.76%.

💡RAID 0 Practical Tips

Never run RAID 0 without a backup: A 4-drive array carries roughly a 7.76% yearly chance of total loss if each drive fails at 2% per year, and an 8-drive array pushes near 14.9%. Keep a 3-2-1 backup, three copies, two media types, one off the array, because a single failure means every stripe is gone with no rebuild path.
Match drives and pick the stripe size: A 500 GB drive paired with a 1 TB drive yields only 2 × 500 GB = 1 TB, wasting half the big drive. Use identical models, and set a 128 KB stripe for large video or backup files, or 16 to 64 KB for databases and many small files, to squeeze the most from every member.

Redundancy isn’t built-in. RAID 0 doesn’t do any mirror copies or parity calculations. It’s a pure speed/capacity play. Gamers who has massive game collections, video editors working on 4K renders, they’re into it. Plug in four drives to get four times the space and approximately four times the speed.

But there’s no safety net. Data is split up evenly among all the drive, so if one drive fails everything is lost. There’s a calculator that can help explain the risk/reward calculation.

How to Plan Your RAID 0 Storage

Calculating capacity is as easy as 2 + 2 = 4. The formula here is total capacity = (number of drives) x (size of smallest drive). Why does it matter? If you use two drives, one 500 GB and another 1 TB; they’ll max out at 1 TB, since that’s how much the smaller drive can hold. The bigger drive will be wasted, taking up half its capacity to keep pace with the other. That’s why the calculator figures this in for you; otherwise, you might think you’re getting more than just the biggest piece based off its raw specs.

At 100% usable efficiency, RAID 0 doesn’t reserve any bytes for protection. Each byte is fair game for inclusion in your storage pool, and that’s why people like it, even though it’s volatile.

Binary vs. Decimal Units: This one trips people up, too. Drives are sold in units of terabytes (powers of ten) by manufacturers but reported in tebibytes (powers of two) by operating systems. Your 8 TB array will show up as about 7.28 TiB on your desktop. It’s not that something is wrong… It’s just a difference in how computers are built and how drives is marketed. You’ll see both numbers displayed here so you’re never confused as to what you get when the drive spins up.

In RAID 0, speed increase steadily with the number of drives used. For example, one drive gives 1x speed, while two drives give 2x speed. Striped data vs. A parity array (which must calculate overhead during a write operation) improves both reads and writes. That’s why you see higher numbers on both sides. Controller overhead + bus limitations never let you reach those theoretical maxes in real world performance. The efficiency slider in the calc lets you scale down performance to match reality different than the marketing brochure.

And finally there’s the risk. It is the most important output. This has no room for error. One bad drive and you’re down. Every additional drive increases the odds of failure. At 2 percent per year for every single drive, a four-drive array has a nearly 8 percent chance it will fail completely each year. Faster? Yes. It is exponentially more exposed. Also yes.

Data are then chunked into stripes according to stripe size. For a sequential workload like video files, larger stripes are better as they allow each disk to stream efficienty. Random access pattern workloads like databases may find smaller stripes beneficial. You get the best performance here without changing any hardware.

Use RAID 0 for data that is already backed up elsewhere or is temporary anyway. Use it for game libraries to download again if necessary, scratch disks, or render caches. Anything that isn’t the only copy of something you can’t recieve back in another way. Build with a backup plan that accounts for this risk; the calculator will help you build an array sized both for space and for speed. Don’t build it until you have another copy somewhere. In RAID 0, there should of been no rebuild, just restore.

RAID 0 Capacity Calculator – Stripe Size, Speed and Risk