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Advancing solar and wind penetration in China through energy complementarity

Abstract

The intrinsic variability of solar and wind energy, compounded by their rapid expansion, has intensified power curtailment challenges1,2. Although spatiotemporal complementarity between these resources is widely recognized as a pathway to enhance renewable integration and reduce balancing requirements3,4,5,6,7,8,9,10,11,12,13,14,15,16, existing assessments are largely based on hypothetical deployments17,18,19,20,21,22,23,24. Consequently, how solar–wind complementarity manifests under real-world infrastructure and shapes system-level integration outcomes remains unclear. Here we develop a unified national inventory to enable a data-driven assessment of solar–wind complementarity. The inventory covers 319,972 solar photovoltaic facilities and 91,609 wind turbines in 2022, identified from sub-metre satellite imagery using a deep-learning-based framework. Using this dataset, we show that solar–wind complementarity substantially reduces generation variability, with effectiveness increasing as the geographic scope of pairing expands. At the system level, nationwide inter-provincial coordination raises effective renewable penetration by 99.88 TWh in an 80% dispatchable-flexibility system, corresponding to 9.1% of total solar and wind generation, or approximately 120 h of national average load. These findings demonstrate that energy complementarity is a scalable, system-wide mechanism for advancing solar and wind penetration, offering broadly applicable insights into the role of inter-regional coordination in enhancing renewable integration in large power systems.

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Fig. 1: Spatial arrangement and annual power generation of solar PV facilities and wind turbines across China.
The alternative text for this image may have been generated using AI.
Fig. 2: Correlation coefficient maps for different energy complementarity strategies.
The alternative text for this image may have been generated using AI.
Fig. 3: Impact of geographic scope on energy complementarity and its influence on mitigating power generation fluctuations.
The alternative text for this image may have been generated using AI.
Fig. 4: Impact of four energy complementarity strategies on solar and wind penetration.
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Fig. 5: Impact of storage on flexible generation.
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Data availability

High-resolution geospatial data describing individual solar PV facilities and wind turbines cannot be publicly released owing to sensitivity associated with critical energy infrastructure. Aggregated county-level hourly solar and wind generation time series used in the complementarity and penetration analyses, together with processed provincial load profiles, are publicly available at Zenodo (https://doi.org/10.5281/zenodo.19079543)59. Example geospatial vector data for wind turbines and solar PV installations in Qinghai province are also provided as an illustrative subset of the detection dataset. High-resolution satellite imagery used for facility identification was mainly accessed through Google Earth for non-commercial academic research. Further data supporting the findings of this study may be available from the corresponding author on reasonable request and subject to institutional approval. Source data are provided with this paper.

Code availability

Scripts used to reproduce the county-level complementarity analysis and provincial penetration analysis are publicly available at Zenodo (https://doi.org/10.5281/zenodo.19079543)59. Wind turbine detection and PV installation segmentation were implemented using the open-source frameworks mmdetection and mmsegmentation. Configuration files specific to the deep learning experiments conducted in this study are provided in the same repository.

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Acknowledgements

We thank A. Python for helpful comments on the manuscript and Y. Wang for assistance with data annotation. This work was supported by the National Natural Science Foundation of China (grant nos. 42430106, 42401407, 42371468 and 72571005) and the High Performance Computing Platform of Peking University (no. HPC2306190166).

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Authors and Affiliations

Authors

Contributions

Y.H., F.Z., C.Y., Z.J. and Y.L. conceived and designed the research. Y.H. performed the analysis and wrote the first version of the manuscript. J.Y. and C.Y. designed the deep learning pipeline and conducted the experiments. M.Z., Q.C., J.W. and H.Z. assisted with image data processing and cloud computing. Y.H., H.J., C.Z. and F.Z. contributed to discussions on the method. Y.H., H.J., Y.L., Z.J, F.Z., C.Z., L.Y., S.M., X.L., Q.D., C.W., G.Y. and W.Z. assisted with quality control and contributed to manuscript revision.

Corresponding authors

Correspondence to Fan Zhang  (张帆), Chaohui Yu  (于超辉) or Yu Liu  (刘瑜).

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The authors declare no competing interests.

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Nature thanks Wenxuan Hu, Hardik Jani and Yvonne Scholz for their contribution to the peer review of this work. Peer reviewer reports are available.

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Extended data figures and tables

Extended Data Fig. 1 Deep learning framework diagram.

The workflow consists of four steps: (1) manual sample annotation; (2) deep learning model training; (3) nationwide image inference; and (4) manual verification. During the manual verification step, for regions in which certain installations were missed during the initial Google imagery inference, Jilin-1 satellite imagery was used as an alternative data source to re-infer these areas, thereby recovering undetected installations and improving overall recall. Base map derived from Natural Earth shaded relief data (public domain).

Extended Data Fig. 2 Wind generation patterns in five counties matched for inter-county solar–wind complementarity.

The 24-h wind power generation profiles show trends opposite to solar power, with higher outputs during night-time and lower outputs during daytime.

Extended Data Fig. 3 County-level multiyear complementarity stability (2000–2022).

ac, Inter-annual variability of Kendall rank correlation τ. a, Same-county solar–wind complementarity (interquartile range (IQR) of τ across 2000–2022). b, Optimal partner selected under the solar-source strategy (IQR of τ). c, Optimal partner selected under the wind-source strategy (IQR of τ). Across all counties, inter-annual IQR values are small (typically <0.02–0.04), indicating that year-to-year meteorological fluctuations perturb complementarity only within a narrow band relative to the much larger spatial heterogeneity observed in the baseline year (2022). df, Stability of optimal partner relationships across meteorological years. Panels report the frequency with which the 2022 top partner remains within the top 10 candidate partners ranked by τ during 2000–2022. d, Solar–wind links. e, Wind–solar links. f, Wind–wind links. The top-1-in-top-10 frequency commonly exceeds 0.7, demonstrating that inter-annual variability mainly reshuffles a small set of near-equivalent candidates while preserving the broader spatial structure of complementarity. Counties with no solar or wind generation are shown in grey.

Extended Data Fig. 4 Province-level stability of optimal inter-provincial pairing across meteorological years (2000–2022).

a, Top-1 partner retention under strategies B and C (flexibility = 0.8). Maps show the fraction of years (2000– 2022) in which the 2022 optimal partner of each province remains the top-ranked partner. Strategy B (left) exhibits generally high retention, indicating that most provinces repeatedly select the same neighbouring partner or a very small set of adjacent partners. Strategy C (right) shows lower top-1 retention, not because complementarity is unstable but because several partner provinces often offer near-equivalent complementarity for a given province, so small year-to-year meteorological variations can shift the single best partner within this limited candidate set. b, Heatmaps of partner-selection frequency under strategies B and C (flexibility = 0.8). Each cell reports the share of years in which a partner province is the top-ranked match for the source province. Under strategy B (left), most provinces concentrate weight on one or two clearly dominant partners, consistent with the high retention in panel a. Under strategy C (right), many load provinces—particularly in central and eastern China—draw repeatedly from a small group of high-resource western and northwestern partners, leading to several partners sharing intermediate frequencies rather than a single persistent top-1 choice. Together, these results show that the structure of inter-provincial complementarity is highly robust across distinct meteorological years, even though the identity of the single best partner is not always unique.

Extended Data Fig. 5 Cost-aware provincial pairing confirms the advantage of nationwide complementarity.

a, Heatmap of the objective improvement when switching from neighbouring-only pairing (strategy B) to nationwide pairing (strategy C), computed as ∆objective = objB − objC across transmission-cost settings (rows) and system flexibility levels (columns). Positive values indicate that strategy C achieves a lower (better) value of the joint utilization–cost objective. b, Trade-off between renewable utilization and the joint objective when switching from strategy B to strategy C. Each point corresponds to one setting–flexibility combination, with the horizontal axis showing the change in renewable utilization (utilC − utilB) and the vertical axis showing the change in the joint objective (objC − objB); values below zero indicate that strategy C improves the objective. Across all evaluated settings and flexibility levels, strategy C consistently yields higher renewable utilization and a lower joint objective, demonstrating that the benefits of broader spatial coordination persist when transmission costs and existing-network feasibility constraints are explicitly incorporated.

Extended Data Fig. 6 Sensitivity of renewable curtailment to storage capacity and power constraints.

Renewable curtailment as a function of the storage scaling factor α for the four complementarity strategies (A–D) under different system flexibility levels (from 100% to 70%). The scaling factor α proportionally limits both storage energy capacity and charging/discharging power relative to the unconstrained reference. Across all flexibility levels, tighter storage constraints lead to increased curtailment, but the relative ordering of strategies remains unchanged, with broader spatial coordination consistently resulting in lower curtailment. Notably, nationwide provincial pairing (strategy C) and full national integration (strategy D) exhibit substantially reduced sensitivity to storage limitations compared with more localized strategies.

Extended Data Table 1 Distributional statistics of Kendall’s rank correlation coefficient (τ) for solar and wind across administrative levels
Extended Data Table 2 System outcomes under the four energy complementarity strategies in an 80% flexibility system
Extended Data Table 3 Temporal stability and inter-annual variability of county-level complementarity metrics (2000–2022)
Extended Data Table 4 Inter-annual variability of province-level system outcomes across complementarity strategies (2000–2022)

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Hu, Y., Jiang, H., Zhang, C. et al. Advancing solar and wind penetration in China through energy complementarity. Nature (2026). https://doi.org/10.1038/s41586-026-10570-z

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