IEEE - Institute of Electrical and Electronics Engineers, Inc. - 3006.5-2014

IEEE Recommended Practice for the Use of Probability Methods for Conducting a Reliability Analysis ofIndustrial and Commercial Power Systems

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Organization: IEEE - Institute of Electrical and Electronics Engineers, Inc.
Publication Date: 17 February 2015
Status: active
Page(s): 1 - 50
ICS Code (Electricity supply systems): 91.140.50
ICS Code (Power transmission and distribution networks in general): 29.240.01
ISBN (Online): 978-0-7381-9471-4
DOI: 10.1109/IEEESTD.2015.7034995
Regular:

Described in this recommended practice are ways for using probability methods to conduct a reliability analysis of industrial and commercial power systems. It is likely to be of greatest value to... View More

Standard:

Described in this recommended practice are ways for using probability methods to conduct a reliability analysis of industrial and commercial power systems. It is likely to be of greatest value to... View More

Document History

3006.5-2014
February 17, 2015
IEEE Recommended Practice for the Use of Probability Methods for Conducting a Reliability Analysis ofIndustrial and Commercial Power Systems
Described in this recommended practice are ways for using probability methods to conduct a reliability analysis of industrial and commercial power systems. It is likely to be of greatest value to the...
October 2, 2014
IEEE Draft Recommended Practice for the Use of Probability Methods for Conducting a Reliability Analysis of Industrial and Commercial Power Systems
This recommended practice describes how to use probability methods for conducting a reliability analysis of industrial and commercial power systems. It is likely to be of greatest value to the...
October 1, 2014
IEEE Draft Recommended Practice for the Use of Probability Methods for Conducting a Reliability Analysis of Industrial and Commercial Power Systems
This recommended practice describes how to use probability methods for conducting a reliability analysis of industrial and commercial power systems. It is likely to be of greatest value to the...
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