How To Select the Enablement Factors - REF, LEF, RNEF and LNEF
Select the services, Lowerreg and Raisereg from the select SERVICES option.
Then select the Variables Not Enabled Factors and/or Enabled FactorsFactor Variables (shown in the screen print on the right).
Then select the level of unit and time aggregation and the time period located in the top tool bar (shown in the screen print below).
Calculation of raise/lower non enablement and enablement factors
The enablement factors
To calculate the 4 week Portfolio Factor you need to sum 4 weeks of each factor, take the minimum of zero and the value for enabled factors and sum the four values, then divide by the number of 4 second intervals - i.e. divide by 28days*24hours*12dispatchintervals*75foursecondintervals. Note that our enablement factors are sums not averagesare AVERAGES for the selected time period.
AEMO began publishing 5 minute enablement factors in early 2020. We precisely calculate these values and publish them six weeks in advance of AEMO. Note that the enablement factors we publish are now averages (previously we published sums). An average value of '-1' for one month equates to a liability of approximately $1000 but may be as high as $10,000.
We also calculate average negative values so that you may quickly identify periods where significant liabilities are accrued. We do this because averages can be misleadingaverage values can net out the negative periods making these periods hard to find.
The recovery of regulation FCAS costs is described in AEMO's document, "REGULATION FCAS CONTRIBUTION FACTOR PROCEDURE". The preceding step in aggregating a portfolios factor, "Area Portfolio Factor" is to calculate the Raise and Lower Enablement Factors, REF and LEF respectively, and the Raise and Lower Non-Enablement Factors, RNEF and LNEF respectively. The following example shows how to calculate these four values for a station, in this case Vales Point.
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Portfolio Factor (Sum) = min(0, (299817 + 1089327 + 591092 - 487886)) + (-1126500 - 5966139 - 5920043 - 3024999) + min(0, (1708742 + 4112717 + 983939 + 6151298)) + (628208 + 2360981 - 602921 + 982151)
Portfolio Factor = 0 - 160376681 + 0 + 3368419
Portfolio Factor = - 12,669,262
Average Portfolio Factor = -12,669,262 / (28*24*12*75) = 20.94