The first forecasts that we will explore from the reading are related to the modern electrical power grid. You are about to observe us jump from a +20 year time horizon in Lesson 7 (Life Cycle Cost Analysis), right down to spans of days and hours. If you recall from the reading by von Meier, this jump in orders of magnitude is pretty common for analysis related to financial and engineering decisions in energy systems.
Within the technological ecosystem of the grid, one follows the demand for electricity. Recall from Lesson 7 that the term for energy demand (including losses) is called the Load. Supply must be managed to match those dynamic demands. So, why might we forecast for loads in the electricity market? The time horizons of interest to engineers and financial experts working with the grid have been developed within the technical ecosystem of the modern power grid. When managing the grid as a dynamic system, we can think in time spans of seconds to minutes (Intrahour), over a few hours (Intraday), and over the course of a few days (Intraweek).
Recall that California mainly has an Independent System Operator, with the exception of entities like SMUD (Sacramento Municipal Utility District). Also recall that an ISO uses markets (a zonal or nodal market) to manage the grid. In the last super graphic, which tied together weather scales and grid management scales, we observed "Hour Ahead" and "Day Ahead" markets along the top. But in our reading, we see that the time horizon is a bit different from the simple description:
By reviewing the reading on Taylor's Hypothesis in Ch. 5 of the SECS text, we see that periods in time and distances can be related: a series of changes in time for a fixed place is due to the passage of an unchanging spatial pattern over that locale. So, in the following list, we can connect space and time (in fact, we do the same for power systems).
Taylor’s hypothesis permits a time series of irradiance observations over fixed locations to be converted into an equivalent translation across space (at the advective or propagation speed to the corresponding spatial pattern). Hence, all time scales are also spatial scales so long as the advective wind speed is much greater than the time scale of the evolving meteorological event being investigated, as is often the case.
-Brownson, SECS (2013)
Just keep this in mind with forecasting, as units of time actually also imply units of distance, and vice versa.