The complementarity between wind and solar resources is considered one of the factors that restrict the utilization of intermittent renewable power sources such as these, but the traditional complementarity ass.
What is the complementary coefficient between wind power stations and photovoltaic stations?
Utilizing the clustering outcomes, we computed the complementary coefficient R between the wind speed of wind power stations and the radiation of photovoltaic stations, resulting in the following complementary coefficient matrix (Fig. 17.).
Which cluster of wind power stations exhibit the weakest complementarity with radiation?
Analysis of the matrix reveals that the 4th, 5th, 7th, and 8th clusters of wind power stations exhibit the weakest complementarity with the radiation of photovoltaic stations. In contrast, the 5th, 7th, 8th, and 10th clusters of photovoltaic stations similarly demonstrate poor complementarity with the wind speed of wind power stations.
Do wind and solar resources have a complementarity metric system?
To this end, we propose a novel variation-based complementarity metrics system based on the description of series' fluctuation characteristics from quantitative and contoured dimensions. From this, the complementarity between wind and solar resources in China is assessed, and the trend and persistence are tested.
Does wind-solar complementarity occur in low-elevation plains?
Stronger wind-solar complementarity occurs in low-elevation plains. Studying the complementarity between wind and solar energy is crucial for optimizing the use of these renewable resources.
Does complementarity support integration of wind and solar resources?
Monforti et al. assessed the complementarity between wind and solar resources in Italy through Pearson correlation analysis and found that their complementarity can favourably support their integration into the energy system. Jurasz et al. simulated the operation of wind-solar HES for 86 locations in Poland.
How is wind-photovoltaic complementarity modeled?
Joint wind and solar distributions were modeled with the Copula function. A coefficient quantifying wind-photovoltaic complementarity was established. Spatial and temporal patterns of wind-solar complementarity were investigated. Stronger wind-solar complementarity occurs in low-elevation plains.