in various ways, including adding up to obtain total
utility-level load impacts.
The regression models assume that customers' hourly loads
may be explained as functions of weather data; time-based
variables such as hour, day of week, and month; and program
event information (e.g., the days and hours in which events
were called).
10
We also interact event indicator variables
with hourly indicator variables to allow estimation of hourly
load impacts for each program event in 2009. The resulting
equations contain as many as several hundred variables.
Automated software procedures allow recovery of key
coefficients and their use in post-processing of results.
Implicit “reference loads,” which represent the load that
would have occurred had an event not been called, may be
estimated as the sum of the observed load on an event day and
the estimated hourly load impacts from the regressions. The
estimated load impacts may then be converted to percentage
terms by dividing the load impact by the reference load.
10
A detailed description of the typical regression equation is provided in an
appendix to this chapter.
Estimated CPP Load Impacts
Load impacts were estimated for each hour of each CPP event
at PG&E, SCE, and SDG&E. The following tables and
figures summarize the estimated load impacts at each utility
at various levels of detail. We first report overall average
event-hour CPP load impacts and percentage load impacts for
each of the utilities. Then, for each utility individually, we
provide estimates of average hourly load impacts by industry
type for the average event, a figure showing the degree of
consistency of total load impacts across events, and a figure
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