RAID Calculator
Work out usable capacity, fault tolerance, rebuild time, and real IOPS or throughput for RAID 0, 1, 5, 6, 10, 50 and 60 — before you buy a single drive.
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Understanding RAID Arrays: A Practical Guide
A RAID calculator takes the guesswork out of planning a disk array by turning raw drive specs into numbers you can actually act on: usable space, redundancy level, and expected speed. Anyone setting up a home NAS, a small office file server, or a production database cluster runs into the same question sooner or later — which raid array calculator setup actually fits the budget and the risk tolerance at hand? That's the gap this tool is built to close, without needing a spreadsheet or a whiteboard session first.
So what is RAID, in plain terms? It's a method of combining several physical drives into one logical unit so the group behaves like a single, faster, or more resilient volume than any single disk could be alone. RAID 0 stripes data evenly across every drive with zero redundancy, which is why a raid speed calculator will always show RAID 0 at the top for raw throughput — but a single drive failure takes the entire array down with it. RAID 1 mirrors data instead, trading capacity for the peace of mind of an exact live copy.
Where things get more nuanced is with parity-based levels. A raid 5 calculator run shows usable capacity equal to total raw capacity minus one drive's worth, because that space is reserved for parity data spread across the array — enough to survive exactly one drive failure without data loss. Step up to a raid 6 calculator scenario and two drives' worth of capacity goes to dual parity, letting the array tolerate two simultaneous failures, which matters more as drive counts and rebuild windows grow longer. For teams weighing RAID 5 against RAID 6, the real trade-off is usually rebuild risk during a long resilver window versus a bit of lost capacity.
RAID 10 takes a different approach entirely: it mirrors pairs of drives first, then stripes across those mirrored pairs. A raid 10 calculator will typically report the best real-world write performance of any redundant RAID level, since there's no parity to calculate on every write — the trade-off is that only half of total raw capacity ends up usable. This makes RAID 10 a common pick for transactional databases and virtualization hosts where write latency directly affects application responsiveness, while RAID 6 tends to suit archival or media storage where capacity efficiency matters more than write speed.
A raid performance calculator also has to account for the read/write mix of the actual workload, not just raw drive specs. Parity RAID levels carry a "write penalty" — each write to RAID 5 typically costs four I/O operations (read data, read parity, write data, write parity) — so a workload that's heavy on random writes will see far lower effective IOPS than the same drives running RAID 0 or RAID 10. This is exactly why this raid disk calculator lets you enter a read/write ratio alongside per-drive IOPS, rather than reporting a single flat number that doesn't reflect real usage.
In practice, most people arrive at this raid array calculator with one of three goals: maximizing usable capacity on a budget, maximizing fault tolerance for a system that can't go down, or maximizing performance for a specific application. For example, a video editing workstation with four large HDDs would lean toward RAID 5 for balanced capacity and single-drive protection, while a mission-critical database server might justify the capacity cost of RAID 10 for its write performance and fast rebuilds. Whichever direction fits, running the actual numbers first — capacity, fault tolerance, and expected speed together — beats guessing every time.
Advanced Features
7 RAID Levels
Supports RAID 0, 1, 5, 6, 10, 50, 60 and JBOD with level-specific validation rules.
Real IOPS & Throughput
Enter drive IOPS and MB/s to get effective array performance including parity write penalty.
Fault Tolerance Rating
See exactly how many drive failures your configuration can survive before data loss.
Rebuild Time Estimate
Approximate rebuild duration based on drive capacity and effective rebuild throughput.
Cost Efficiency
Optional price-per-TB input shows your effective cost per usable terabyte.
Visual Array Diagram
See a live block diagram of how your data, mirrors, and parity are distributed.
Copy & Download
Export your full results as a text report or copy them straight to clipboard.
Dark & Light Mode
Switch themes instantly with your preference remembered on return visits.
How It Works
- 1
Pick a RAID Level
Choose from RAID 0, 1, 5, 6, 10, 50, 60 or JBOD depending on your capacity and redundancy needs.
- 2
Enter Drive Details
Add the number of drives and capacity per drive. Optionally add IOPS, throughput, and pricing.
- 3
Run the Calculation
The calculator validates your inputs live and computes real capacity, tolerance, and speed figures.
- 4
Review & Export
Scroll to your results, review the array diagram, then copy or download the full report.
Frequently Asked Questions
A RAID calculator estimates usable storage capacity, fault tolerance, and performance for a chosen RAID level before you build a physical or virtual disk array, helping you plan drive purchases and array layout with confidence.
RAID 5 usable capacity equals the capacity of one drive subtracted from the total raw capacity of all drives, since one drive's worth of space is reserved for distributed parity across the array.
RAID 0 offers the highest read and write throughput because data is striped across all drives with no parity overhead, though it provides no redundancy and any single drive failure causes total data loss.
Yes, RAID 6 uses dual distributed parity, which allows the array to keep operating and rebuilding data even after two drives fail simultaneously, unlike RAID 5 which tolerates only one failure.
RAID 10 is generally preferred for write-heavy database workloads because mirrored striping avoids the parity write penalty of RAID 5, resulting in faster random write performance at the cost of using half the raw capacity.
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