Rooftop photovoltaic-powered electric vehicle charging for accelerated decarbonization – Nature

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Nature Sustainability (2026)
Harnessing rooftop photovoltaic (RPV) generation to power electric vehicles (EVs) can substantially accelerate the renewable energy transition and carbon mitigation. Yet, the mismatch between electricity generation and charging demand, exacerbated by rapid EV adoption, introduces large uncertainties in charging capacity, economic feasibility and decarbonization potential. Here we assess the spatiotemporal scalability of PV-powered EV charging across 40 global cities, analysing 3.38 billion charging records from 22,000 charging piles. Under three charging strategies, influential factors affecting daily charging capacity (generation-to-demand ratio) across all urban microgrids of varying sizes consistently followed an exponential scaling law. By 2050, RPV generation is projected to double in each city (1.6–434.7 TWh yr−1), supported by rooftop area expansions aligned with the shared socioeconomic pathways and charging demand will rise 4–1,759-fold (1.5–10,451.7 GWh yr−1), driven by increased EV adoption under International Energy Agency scenarios. Under these evolving conditions, the annual charging capacity of each city declines but remains sufficient to meet 2050 charging demands. Across all cities, total revenue is projected at US$3,173.2 (±99.5) billion with accumulative carbon mitigation of 11.9(±0.4) Gt from 2025 to 2050. These results suggest that RPV-powered EV charging can remain economically viable and sufficient to meet growing demand across diverse urban settings through 2050.
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The historical EV charging data and simulated RPV potential of the 40 cities are available via GitHub at https://github.com/IntelligentSystemsLab/SolarCityEV/tree/main/data. Source data are provided with this paper.
The code used to manipulate the data and generate the results is available via GitHub at https://github.com/IntelligentSystemsLab/SolarCityEV/tree/main/code.
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Correspondence and requests for materials should be addressed to R.Z. This work was supported by Jiangsu Provincial Double Initiative Project (grant no. 164080H00265 (R.Z.)), the National Natural Science Foundation of China (grant nos. 62576366 (L.Y.), 42325107 (M.C.) and 625B2185 (Z.G.)), the Guangdong Basic and Applied Basic Research Foundation (grant no. 2026A1515011721 (Z.G.)) and the RISE Project of the Hong Kong Polytechnic University (grant no. P0051003 (J.Y.)).
School of Intelligent Systems Engineering, Sun Yat-Sen University, Shenzhen, China
Linlin You & Zihan Guo
Guangdong Provincial Key Laboratory of Intelligent Transportation Systems, Sun Yat-sen University, Guangzhou, China
Linlin You & Zihan Guo
State Key Laboratory of Climate System Prediction and Risk Management, Nanjing Normal University, Nanjing, China
Rui Zhu, Min Chen & Guonian Lü
Key Laboratory of Virtual Geographic Environment (Ministry of Education of PRC), Nanjing Normal University, Nanjing, China
Rui Zhu, Min Chen & Guonian Lü
Institute of High Performance Computing (IHPC), Agency for Science, Technology and Research (A*STAR), Singapore, Republic of Singapore
Rui Zhu & Zheng Qin
Senseable City Laboratory, Massachusetts Institute of Technology, Cambridge, MA, USA
Paolo Santi & Carlo Ratti
Istituto di Informatica e Telematica del CNR, Pisa, Italy
Paolo Santi
ABC Department, Politecnico di Milano, Milan, Italy
Carlo Ratti
Andlinger Center for Energy and the Environment, Princeton University, Princeton, NJ, USA
A. T. D. Perera
Shanghai Innovation Institute, Shanghai, China
Zihan Guo
Department of Land Surveying and Geo-Informatics, The Hong Kong Polytechnic University, Hong Kong, China
Ziyi Huang
Department of Geography, National University of Singapore, Singapore, Republic of Singapore
Shixiang Xing
Department of Building Environment and Energy Engineering, The Hong Kong Polytechnic University, Hong Kong, China
Jinyue Yan
International Centre of Urban Energy Nexus, The Hong Kong Polytechnic University, Hong Kong, China
Jinyue Yan
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R.Z. proposed the research idea and led the project. L.Y., R.Z., P.S., C.R. and A.T.D.P. designed the research. Z.G., R.Z., Z.H., L.Y. and S.X. performed the research. R.Z. and L.Y. wrote the first version of the paper. M.C., G.L., Z.Q. and J.Y. provided scientific and technical guidance. L.Y. provided source data. L.Y., R.Z., P.S., C.R., A.T.D.P., Z.G., Z.H., S.X., M.C., G.L., Z.Q. and J.Y. were involved in data production and provided feedback on the paper.
Correspondence to Rui Zhu.
The authors declare no competing interests.
Nature Sustainability thanks Muhammad Irfantheir, Martin Raubalfor and the other, anonymous, reviewer(s) for their contribution to the peer review of this work.
Publisher’s note Springer Nature remains neutral with regard to jurisdictional claims in published maps and institutional affiliations.
The top-down stage predicts the daily EV charging demand by applying a federated meta-learning framework and estimates the RPV electricity generation to explore the spatial patterns of daily solar EV charging capacity. The bottom-up stage uses an integrated scenario framework to estimate the projected annual EV charging capacity and derive the economic feasibility, enabling the assessment of carbon mitigation potential by 2050.
Several cities experienced dramatic increases in EVCDs, such as AMS, BER, CPH, DUB, etc. This is because the installation of new charging stations immediately followed by intensive charging demands, revealed from the geospatial analysis investigating the locations of charging stations over time. Large variations of the real EVCD imply great challenges in accurately forecasting daily EVCD at each station.
Source data
The prediction and observation values were normalised between 0 and 1 for easy comparison. The linear regression fits are shown with 95% confidence intervals (light red bands). EVS and R2 are close to 1 and the biases are notably small, demonstrating outstanding performance in daily EVCD forecasting for the investigated cities.
Source data
a, The microgrids are modelled by a set of hexagons with the edge length r equalling 2 km. The maps show noticeably heterogeneous distributions of EV charging stations across cities, in terms of the number of charging stations, their density, and location. b, Annual mean charging capacities (a dimensionless quantity) vary from hundreds to a few thousand under the MES strategy. c, Annual mean charging capacities are around hundreds of thousands under the woESS strategy. There were three microgrids in Shenzhen (SZH) that did not produce rooftop PVEG as rooftops were unavailable in these regions.
a, Regression under the AES strategy. b, Regression under the MES strategy. φ* and (rm{cc}_{m}^{* }) represent the mean ln(φ) and the mean ln(ccm) across all 40 cities, respectively, at a given resolution of microgrids. Statistical significance was assessed by using two-sided Pearson correlation across the eight resolution-level aggregated data points (n = 8, df = 6). No adjustment for multiple comparisons was made. Pearson correlation coefficients (R) and p-values are shown in the plots. For AES, a strong negative correlation between φ* and (rm{cc}_{m}^{* }) was observed (95% confidence interval, in [ − 0.993, − 0.795]; t(6) = − 8.54). For MES, a similarly strong negative correlation was observed (95% confidence interval in [ − 0.997, − 0.904]; t(6) = − 12.95).
Source data
The scatter plots show strong positive correlations between ln(φ) and ln(ccm), with Pearson correlation coefficient (R) ranging between 0.53 and 0.64 (p < 0.0005) when r varies from 2 km and 16 km. Statistical significance was assessed for each plot using two-sided Pearson correlation across 40 cities (n = 40, df = 38). No adjustment for multiple comparisons was made. The 95% confidence interval and t statistics are [0.270, 0.723] and 3.86 for r = 2 km, [0.279, 0.728] and 3.93 for r = 4 km, [0.32, 0.764] and 4.48 for r = 6 km, [0.432, 0.804] and 5.31 for r = 8 km, [0.303, 0.742] and 4.13 for r = 10 km, [0.372, 0.774] and 4.73 for r = 12 km, [0.362, 0.769] and 4.66 for r = 14 km, and [0.410, 0.796] and 5.15 for r = 16 km.
Source data
The bar plot shows that the charging demands under the APS are larger than under the STEPS. Surprisingly, 6 cities are expected to grow more than 100 times, followed by 5 cities between 50 and 100 times, 15 cities between 25 and 50 times, and the remaining 14 cities smaller than 25 times.
Source data
ae, The bar plots show the differences in annual Eg across five SSPs and present large differences across cities under the same scenario, with the smallest demand around 1.10-1.31 TWh yr−1 in RVK and the largest demand around 323.13-447.72 TWh yr−1 in LOA in 2050.
Source data
a,b, cca under the SSP2. c,d, cca under the SSP3. e,f, cca under the SSP4. g,h, cca under the SSP5. Overall, cca is the largest under the SSP5, followed by SSP2, SSP4, and SSP3, which indicates the most substantial urbanisation and consequently, the largest rooftop area expansion and PVEG. cca is smaller under the APS than STEPS since APS suggests a larger penetration of EVs and thus, a larger EVCD.
Source data
a,b,c, LOA, SZH, MEL, SPO, and DBA under the SSP5 obtain the largest carbon mitigation from RPVs, followed by SSP1, SSP2, SSP4, and SSP3. d,e,f, SZH, MEL, SYD, MIL, and LDN under the APS (Gasoline) achieve the largest carbon mitigation from EVs, followed by APS (Diesel), STEPS (Gasoline), and STEPS (Diesel). g,h,i, SZH, MSL, SYD, TLV, BER under the APS make the largest carbon emission from ESSs, compared to the STEPS.
Source data
Supplementary discussion, Tables 1–9, Figs. 1–19 and references.
Statistical source data for Figs. 1–5 and Extended Data Figs. 2, 3 and 5–10.
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You, L., Zhu, R., Santi, P. et al. Rooftop photovoltaic-powered electric vehicle charging for accelerated decarbonization. Nat Sustain (2026). https://doi.org/10.1038/s41893-026-01854-3
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