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Homepage>IEEE Standards>91 CONSTRUCTION MATERIALS AND BUILDING>91.140 Installations in buildings>91.140.50 Electricity supply systems>IEEE 3006.7-2013 - IEEE Recommended Practice for Determining the Reliability of 7x24 Continuous Power Systems in Industrial and Commercial Facilities
Released: 05.04.2013

IEEE 3006.7-2013

IEEE Recommended Practice for Determining the Reliability of 7x24 Continuous Power Systems in Industrial and Commercial Facilities

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Withdraw:21.03.2024
Standard number:IEEE 3006.7-2013
Released:05.04.2013
ISBN:978-0-7381-8275-9
Pages:72
Status:Inactive
Status:Active
Language:English
DESCRIPTION

IEEE 3006.7-2013

This recommended practice describes how to determine the reliability of 7×24 continuous power systems in industrial and commercial facilities. The method of reliability analysis by probability methods is described first. This is followed by a discussion of how to evaluate the results and how to implement changes to ensure that the expected degree of reliability is achieved.

IEEE's Industrial Applications Society has determined a need for reorganizing the IEEE's Color Books Series, 13 books that currently cover various topics that fall under the purview of the Industrial and Commercial Power Industry. This comprehensive initiative, driven by the volunteer leadership of I&CPS, acknowledges that the continued and long-term maintenance of IEEE's Color Books has been affected by significant attrition due to declining volunteer resources, the complexity involved in updating each book, and content duplication among the books. The existing content will be integrated into a newly proposed structure by technical topics that will allow for easy updating, more streamlined content, and elimination of duplicative material. [Note: This purpose will not be included in the document]

New IEEE Standard - Inactive-Reserved. Methods for determining the reliability of 7×24 continuous power systems in industrial and commercial facilities are described in this recommended practice. The method of reliability analysis by probability methods is described first. This is followed by a discussion of how to evaluate the results and how to implement changes to ensure that the expected degree of reliability is achieved.