Reliability n ” may be relied on; trustworthiness , authenticity, consistency; infallibility, suggesting the complete absence of error, breakdown, or poor performance. In other words, when we speak of a reliable product, we usually expect such adjectives as dependable and trustworthy to apply. But to measure product reliability, we must have a more exact definition. The definition of reliability then, is: the probability that a product will perform its intended function in a satisfactory manner for a specified period of time when operating under specified conditions.
Thus, the reliability of a system expresses the length of failure-free time that can be expected from the equipment. Higher levels of reliability mean less failure of the system and consequently less downtime. To measure reliability it is necessary to:
Relate probability to a precise definition of success or satisfactory performance
Specify the time base or operating cycles over which such performance is to be sustained
Specify the environmental or use conditions that will prevail
Note | Theoretically, every product has a designed-in reliability function. This reliability function (or curve) expresses the system reliability at any point in time. As time increases the curve must drop, eventually reaching zero. |