1. Downscaled energy demand projection at the local level using the Iterative Proportional Fitting procedure
- Author
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Jung-Hun Woo, Seung Jick Yoo, Young-Hwan Ahn, and Fabian Wagner
- Subjects
education.field_of_study ,Iterative proportional fitting ,Computer science ,020209 energy ,Mechanical Engineering ,Population ,Energy mix ,02 engineering and technology ,Building and Construction ,Management, Monitoring, Policy and Law ,Metropolitan area ,General Energy ,020401 chemical engineering ,Consistency (statistics) ,0202 electrical engineering, electronic engineering, information engineering ,Econometrics ,0204 chemical engineering ,Projection (set theory) ,education ,Energy (signal processing) ,Downscaling - Abstract
In this paper we forecast energy demand at the local level using a new two-dimensional downscaling methodology that respects regional and subnational variation and, as well as consistency at the aggregate level. This methodology combines the one-dimensional statistical downscaling and the Iterative Proportional Fitting (IPF) procedure. Previous projection studies based on downscaling methods have focused on allocating one-dimensional quantity indicators such as GDP, population, and emissions, into geographically or administratively lower levels. In case of energy demand projections, however, downscaling involves not only regional allocation of energy demand quantities but also energy mixes of the demands in the regions. Our novel two-dimensional downscaling methodology allows us to downscale national energy projections in both demand quantities and their energy mix to regional levels by combining the statistical downscaling and the IPF procedure. We illustrate the methodology by deriving energy demand projections for provinces and metropolitan cities in Korea from national scenarios. In addition, we provide two more simple applications of the IPF to show utilization potentials of the IPF in energy demand forecasting and statistics.
- Published
- 2019
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