OR Gate Example: Difference between revisions
Lisa Hacker (talk | contribs) No edit summary |
|||
| Line 1: | Line 1: | ||
<noinclude>{{Banner BlockSim Examples}} | <noinclude>{{Banner BlockSim Examples}} | ||
''This example also appears in the [ | ''This example also appears in the [https://help.reliasoft.com/reference/system_analysis System analysis reference]''. </noinclude> | ||
===OR Gate=== | ===OR Gate=== | ||
In an OR gate, the output event occurs if at least one of the input events occurs. In system reliability terms, this implies that if any component fails (input) then the system will fail (output). When using RBDs, the equivalent is a series configuration. | In an OR gate, the output event occurs if at least one of the input events occurs. In system reliability terms, this implies that if any component fails (input) then the system will fail (output). When using RBDs, the equivalent is a series configuration. | ||
Latest revision as of 21:01, 18 September 2023
 |
New format available! This reference is now available in a new format that offers faster page load, improved display for calculations and images and more targeted search.
As of January 2024, this Reliawiki page will not continue to be updated. Please update all links and bookmarks to the latest references at BlockSim examples and BlockSim reference examples.
This example also appears in the System analysis reference.
OR Gate
In an OR gate, the output event occurs if at least one of the input events occurs. In system reliability terms, this implies that if any component fails (input) then the system will fail (output). When using RBDs, the equivalent is a series configuration.
Example
Consider a system with three components, A, B and C. The system fails if A, B or C fails. Draw the fault tree and reliability block diagram for the system. The next two figures show both the FTD and RBD representations.
The reliability equation for either configuration is:
- [math]\displaystyle{ {{R}_{System}}={{R}_{A}}\cdot {{R}_{B}}\cdot {{R}_{C}}\,\! }[/math]
The figure below shows the analytic equation from BlockSim.
