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ITEM TOOLKIT

ITEM Toolkit Manual

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Chapter 5 Predictions 107<br />

CHAPTER 5<br />

Predictions<br />

<strong>ITEM</strong> ToolKit contains five prediction modules for use in creating reliability analyses. This chapter:<br />

1. Introduces reliability predictions<br />

2. Explains the ToolKit prediction modules<br />

3. Outlines the creation of a Prediction Project<br />

4. Describes the Predictions Editor Screen, Toolbars and Shortcut Keys<br />

1. Introduction<br />

Reliability predictions are one of the most common forms of reliability analysis. Reliability predictions predict the failure<br />

rate of components and overall system reliability. These predictions are used to evaluate design feasibility, compare design<br />

alternatives, identify potential failure areas, trade-off system design factors, and track reliability improvement.<br />

Failure Rates<br />

Reliability predictions are based on failure rates. A failure rate can be defined as the anticipated number of times an item<br />

will fail in a specified time period. It is a calculated value that provides a measure of reliability for a product. This value is<br />

normally expressed as failures per million hours (FPMH), but can also be expressed as failures per billion hours (FITS). For<br />

example, a component with a failure rate of 2 failures per million hours would be expected to fail 2 times in a million hour<br />

time period.<br />

Failure rate calculations are based on component data such as temperature, environment, and stress. In the prediction model,<br />

assembly components are structured serially. Thus, calculated failure rates for assemblies are a sum of the failure rates for<br />

components within the assembly.<br />

Mean Time Between Failures (MTBF)<br />

MTBF is a basic measure of reliability for repairable items. It can be described as the passed time before a component,<br />

assembly, or system fails. It is a commonly used variable in reliability and maintainability analyses.<br />

MTBF can be calculated as the inverse of the failure rate for constant failure rate systems. For example, for a component<br />

with a failure rate of 2 failures per million hours, the MTBF would be the inverse of that failure rate, or:<br />

MTBF = 1,000,000 hours / 2 failures = 500,000 hours<br />

Although MTBF was designed for use with repairable items, it is commonly used for both repairable and non-repairable<br />

items.

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