What is MTTF?
Mean time to failure is the average operating time before a non-repairable component fails permanently. It applies to things that are replaced rather than fixed, such as disks, and it describes expected working life rather than an interval between repairs.
#How MTTF is calculated
Divide total operating time across a population by the number of units that failed. Manufacturers derive the figures published for hardware from accelerated testing across large populations, which is why a disk can carry an MTTF measured in decades while individual disks fail within a year.
The number is a population statistic, not a prediction about any single unit. An MTTF of one million hours across a fleet means an expected failure rate, and in a fleet of ten thousand drives that translates into failures every few days.
#Why MTTF matters
MTTF drives the arithmetic of redundancy and replacement in any environment operating hardware at scale.
- Fleet planning: expected failure counts determine spare inventory and replacement cadence.
- Redundancy sizing: component failure rates determine how much replication is required.
- Refresh timing: the point where failure rates rise indicates when to replace proactively.
- Design input: component reliability sets the ceiling on system reliability without redundancy.
#Limits of MTTF
MTTF assumes a constant failure rate, and real components do not behave that way. Failure rates are elevated early from manufacturing defects, low through the middle of life, and rising at the end from wear. A single average across that curve describes none of the three phases well.
Published figures also assume the operating conditions of the test environment. Components running hotter, with more vibration, or under heavier duty cycles than the test assumed will fail considerably sooner than the number suggests.
#MTTF vs MTBF
MTTF applies to non-repairable items and measures time until permanent failure. MTBF applies to repairable systems and measures the interval between failures, which includes the assumption that the system returns to service.
A hard drive has an MTTF because a failed drive is replaced. A storage array has an MTBF because it is repaired and continues operating. In software the distinction is often blurred and MTBF is used for nearly everything, which is usually correct since software services are repaired rather than discarded.
#Key takeaways
- MTTF describes expected operating life for components that are replaced rather than repaired.
- Terminology and endpoint definitions vary across organizations and tools; publish the exact local definition alongside the metric.
- It is a population statistic, so a long MTTF still means frequent failures across a large fleet.
- The constant failure rate assumption ignores elevated early life and end of life failure rates.
- Published figures assume test conditions, and harsher real environments shorten actual life.
#Frequently asked
Why do disks with long published MTTF still fail within a year?
MTTF describes an average across a population under test conditions. Individual units vary widely, and real operating environments are usually harsher than test ones.
Does MTTF apply to software?
Rarely, since software services are repaired rather than replaced. MTBF is the appropriate metric for software systems.
How is MTTF used in capacity planning?
Divide fleet size by MTTF to estimate expected failures per period, then size spare inventory and redundancy against that rate.
Related terms
- 2 min
MTBF
Reliability & SLOsMean time between failures is the average operating time between one failure and the next for a repairable system.
- 2 min
MTTR
Reliability & SLOsMean time to recovery is the average time from the start of an incident to the restoration of normal service.
- 2 min
Availability
Reliability & SLOsAvailability is the proportion of time or requests for which a system is operational and able to serve, expressed as a percentage over a defined window.
- 2 min
Software Reliability
Reliability & SLOsSoftware reliability is the probability that software performs its intended function correctly for a specified period under specified conditions.