PRICES include / exclude VAT
Homepage>BS Standards>29 ELECTRICAL ENGINEERING>29.035 Insulating materials>29.035.01 Insulating materials in general>BS IEC 60493-1:2011 Guide for the statistical analysis of ageing test data Methods based on mean values of normally distributed test results
Sponsored link
immediate downloadReleased: 2012-02-29
BS IEC 60493-1:2011 Guide for the statistical analysis of ageing test data Methods based on mean values of normally distributed test results

BS IEC 60493-1:2011

Guide for the statistical analysis of ageing test data Methods based on mean values of normally distributed test results

Format
Availability
Price and currency
English Secure PDF
Immediate download
317.20 USD
You can read the standard for 1 hour. More information in the category: E-reading
Reading the standard
for 1 hour
31.72 USD
You can read the standard for 24 hours. More information in the category: E-reading
Reading the standard
for 24 hours
95.16 USD
English Hardcopy
In stock
317.20 USD
Standard number:BS IEC 60493-1:2011
Pages:40
Released:2012-02-29
ISBN:978 0 580 75047 2
Status:Standard
DESCRIPTION

BS IEC 60493-1:2011


This standard BS IEC 60493-1:2011 Guide for the statistical analysis of ageing test data is classified in these ICS categories:
  • 29.035.01 Insulating materials in general

This part of IEC 60493 gives statistical methods which may be applied to the analysis and evaluation of the results of ageing tests.

It covers numerical methods based on mean values of normally distributed test results.

These methods are only valid under specific assumptions regarding the mathematical and physical laws obeyed by the test data. Statistical tests for the validity of some of these assumptions are also given.

This standard deals with data from both complete test sets and censored test sets.

This standard provides data treatment based on the concept of "data sub-group" as defined in Clause 3. The validity of the coefficients used in the calculation processes to derive statistical parameters of the data groups are described in [1].