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SPATIAL–TEMPORAL SOLAR POWER FORECASTING FOR SMART GRIDS
ABSTRACT
The solar power penetration in distribution grids is growing fast during the last years,
particularly at the low voltage (LV) level, which introduces new challenges when operating
distribution grids. Across the world, distribution system operators (DSO) are developing the
smart grid concept, and one key tool for this new paradigm is solar power forecasting. This paper
presents a new spatial–temporal forecasting method based on the vector auto regression
framework, which combines observations of solar generation collected by smart meters and
distribution transformer controllers. The scope is 6-h-ahead forecasts at the residential solar
photovoltaic and medium-voltage (MV)/LV substation levels. This framework has been tested in
the smart grid pilot of Évora, Portugal, and using data from 44 micro generation units and 10
MV/LV substations. A benchmark comparison was made with the autoregressive forecasting
model (AR—univariate model) leading to an improvement on average between 8% and 10%.

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Spatial–temporal solar power forecasting for smart grids

  • 1. SPATIAL–TEMPORAL SOLAR POWER FORECASTING FOR SMART GRIDS ABSTRACT The solar power penetration in distribution grids is growing fast during the last years, particularly at the low voltage (LV) level, which introduces new challenges when operating distribution grids. Across the world, distribution system operators (DSO) are developing the smart grid concept, and one key tool for this new paradigm is solar power forecasting. This paper presents a new spatial–temporal forecasting method based on the vector auto regression framework, which combines observations of solar generation collected by smart meters and distribution transformer controllers. The scope is 6-h-ahead forecasts at the residential solar photovoltaic and medium-voltage (MV)/LV substation levels. This framework has been tested in the smart grid pilot of Évora, Portugal, and using data from 44 micro generation units and 10 MV/LV substations. A benchmark comparison was made with the autoregressive forecasting model (AR—univariate model) leading to an improvement on average between 8% and 10%.