Semi-partial Quadratic Subtraction Set Pair Potential (SQSSPP) method for regional drought risk assessment: A case study in Suzhou City, China

Datang Jin , Qibing Zhang , Guoqing Wang , Xiaosan Shang , Yong Hu , Ting Zhou

River ›› 2024, Vol. 3 ›› Issue (3) : 304 -315.

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River ›› 2024, Vol. 3 ›› Issue (3) : 304 -315. DOI: 10.1002/rvr2.99
RESEARCH ARTICLE

Semi-partial Quadratic Subtraction Set Pair Potential (SQSSPP) method for regional drought risk assessment: A case study in Suzhou City, China

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Abstract

Drought risk assessment plays a crucial role in effective drought management. However, it is often challenging due to the intricate relationships among various indicators and the lack of practical guidance. This study presents a drought risk assessment model developed using the Semi-partial Quadratic Subtraction Set Pair Potential (SQSSPP) method, which is derived from the theory of set pair analysis. The indicator system comprises 21 indicators divided into four subsystems. The SQSSPP method utilizes uncertainty information in the overall development trend of regional drought risk states by extracting connection numbers from the Subtraction Set Pair Potential (SSPP), improving the reliability of evaluation results. The SQSSPP method is validated through a case study of Suzhou City, China, from 2007 to 2017. Three grades are used to evaluate comprehensive drought risk. The result shows an overall decreasing trend over time, with a level III risk in 2010 and consistently at level II from 2011 to 2017. Indicators in the hazard and resilience subsystems are the primary factors influencing drought risk in the Suzhou City. Specific indicators requiring emphasis for improvement are identified, including arable land rate, agricultural population ratio, reservoir regulation rate, current water supply capacity, and irrigation index. The SQSSPP method not only provides targeted drought risk assessment but also provides valuable guidance for future water resource management. While the study focuses on Suzhou City, the proposed approach is applicable to broader-scale risk management evaluations and practices.

Keywords

connection number / drought risk assessment / Semipartial Quadratic Subtraction Set Pair Potential (SQSSPP) / set pair analysis / Suzhou City

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Datang Jin, Qibing Zhang, Guoqing Wang, Xiaosan Shang, Yong Hu, Ting Zhou. Semi-partial Quadratic Subtraction Set Pair Potential (SQSSPP) method for regional drought risk assessment: A case study in Suzhou City, China. River, 2024, 3(3): 304-315 DOI:10.1002/rvr2.99

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References

[1]

Chen, M., Ning, S., Cui, Y., Jin, J., Zhou, Y., & Wu, C. (2019). Quantitative assessment and diagnosis for regional agricultural drought resilience based on set pair analysis and connection entropy. Entropy, 21(4), 373.

[2]

Cheng, P. G., Huang, Y., Guo, F. S., Zhou, W. P., & Wu, J. (2022). Urban flooding risk assessment based on multi—Source data. Journal of catastrophe, 37, 69–76.

[3]

Cui, Y., Jin, J., Bai, X., Ning, S., Zhang, L., Wu, C., & Zhang, Y. (2022). Quantitative evaluation and obstacle factor diagnosis of agricultural drought disaster risk using connection number and information. Entropy, 24(7), 872.

[4]

Cui, Y., Zhou, Y., Jin, J., Jiang, S., Wu, C., & Ning, S. (2023). Spatiotemporal characteristics and obstacle factors identification of agricultural drought disaster risk: A case study across Anhui Province, China. Agricultural Water Management, 289, 108554.

[5]

Dong, T., Wang, Z. L., Jin, J. L., Zhou, Y. L., Ning, S. W., Cui, Y., & Chen, M. L. (2020). Chain transfer diagnosis and evaluation method of regional drought risk based on risk matrix and five element subtraction set pair potential. Journal of Catastrophe, 35(4), 222–227.

[6]

Guo, E. l., Zhang, J., Ren, X., Zhang, Q., & Sun, Z. (2014). Integrated risk assessment of flood disaster based on improved set pair analysis and the variable fuzzy set theory in central liaoning province, China. Natural Hazards, 74, 947–965.

[7]

Guo, M., Li, J., Wang, Y., Long, Q., & Bai, P. (2019). Spatiotemporal variations of meteorological droughts and the assessments of agricultural drought risk in a typical agricultural province of China. Atmosphere, 10(9), 542.

[8]

Jin, J., Kong, L., Cui, Y., Zhou, R. X., Chen, M. L., & Ning, S. W. (2021). Assessment of regional agricultural drought vulnerability based on five-element semi-deviation set-pair potential. Journal of Agricultural Machinery, 53(1), 340–348.

[9]

Jin, J. L., Shen, S. X., Cui, Y., Zhang, X. Y., He, P., & Ning, S. W. (2021). Dynamic evaluation of water resources carrying capacity in the Yellow River diversion irrigation district based on semipartial subtraction set pair potential. Journal of Hydraulic Engineering, 52(5), 507–520.

[10]

Jin, J. L., Shen, S. X., Li, J. Q., Cui, Y., & Wu, C. G. (2018). Assessment and diagnosis analysis method for regional water resources carrying capacity based on connection number. Journal of North China University of Water Resources and Electric. Power (Natural Science Edition), 39(1), 1–9.

[11]

Jin, J. L., Zhao, X. Y., Cui, Y., Zhou, Y. L., Chen, M. L., & Ning, S. W. (2021). Application of semipartial subtraction set pair potential method to the dynamic assessment of regional drought risk. Hydro-Science and Engineering, 1, 36–44.

[12]

Li, M., Feng, Z., Zhang, M., & Yao, Y. (2024). Influence of large-scale climate indices and regional meteorological elements on drought characteristics in the Luanhe River Basin. Atmospheric Research, 300, 107219.

[13]

Li, Q., Zhou, J., Liu, D., & Jiang, X. (2012). Research on flood risk analysis and evaluation method based on variable fuzzy sets and information diffusion. Safety Science, 50, 1275–1283.

[14]

Li, Y., Liu, Y., Liu, X., & Shen, C. (2023). A multiple model approach for flood forecasting, simulation, and evaluation coupling in Zhouqu county. Water, 15(24), 4246.

[15]

Lu, Z., Yu, C., Liu, H., Zhang, J., Zhang, Y., Wang, J., & Chen, Y. (2023). Application of AHP-ICM and AHP-EWM in Collapse Disaster Risk Mapping in Huinan County. ISPRS International Journal of Geo-Information, 12(10), 395.

[16]

Pan, Z. W., Jin, J. L., Wu, K. Y., & Ding, K. (2014). Research on the indexes and policy-decision-making models of regional water environmental system vulnerability. Resources and Environment in the Yangtze Basin, 23(4), 518–525.

[17]

Pei, W., Fu, Q., Li, T., Wang, P., & Hou, R. (2019). Study of the spatiotemporal variability in agricultural drought vulnerability based on a dynamic classification projection pursuit model. Arabian Journal of Geosciences, 12, 762.

[18]

Qi, S. E., Zhang, X. X., Sun, Y., Li, D., Li, Q., & Wang, M. (2012). Studies on the influence and countermeasures of drought and occurrence rule in wheat sowing time in Huaibei area. Chinese Agricultural Science Bulletin, 28(21), 46–53.

[19]

Rädler, A. T. (2022). Invited perspectives: How does climate change affect the risk of natural hazards? Challenges and step changes from the reinsurance perspective. Natural Hazards and Earth System Sciences, 22(2), 659–664.

[20]

Raut, A. & Ganguli, P. (2024). Observed trends in timing and severity of streamflow droughts across global tropics. Environmental Research Letters, 19(3), 034006.

[21]

Tang, M., Xu, W., Xie, Q., Wu, Y., Li, Y., & Zhang, H. (2023). An improved ‘assessment on comprehensive index’ for drought risk through an iterative transformation of ‘spatiotemporal vector’: a case study of Anhui Province, China. Water Supply, 23(3), 1144–1160.

[22]

Wang, R., Zhang, J., Guo, E., Alu, S., Li, D., Ha, S., & Dong, Z. (2019). Integrated drought risk assessment of multi-hazard-affected bodies based on copulas in the Taoerhe Basin, China. Theoretical and Applied Climatology, 135, 577–592.

[23]

Wang, T., & Sun, F. (2023). Integrated drought vulnerability and risk assessment for future scenarios: An indicator based analysis. Science of the Total Environment, 900, 165591.

[24]

Wang, Y., Jing, H., Yu, L., Su, H., & Luo, N. (2017). Set pair analysis for risk assessment of water inrush in karst tunnels. Bulletin of Engineering Geology and the Environment, 76, 1199–1207.

[25]

Xu, Q., Huang, F., Mou, S., & Lu, H. (2023). Snow disaster hazard assessment on the Tibetan plateau based on copula function. Sustainability, 15(3), 10639.

[26]

Yang, F., Liang, Y., Singh, V. P., Wang, W., Zhou, X., Liu, X., Cao, S., Huang, E., & Wu, Y. (2014). Debris flow hazard assessment using set pair analysis models: Take Beichuan county as an example. Journal of Mountain Science, 11, 1015–1022.

[27]

Zeng, J. & Huang, G. (2018). Set pair analysis for karst waterlogging risk assessment based on AHP and entropy weight. Hydrology Research, 49(4), 1143–1155.

[28]

Zhao, K. Q. (2000). Set pair analysis and its preliminary application. Zhejiang Science and Technology Press.

[29]

Zhao, X. Y. (2022). Application of adjoint function of contact number in regional drought risk assessment. Hefei University of Technology.

[30]

Zhao, Y., Gong, Z., Wang, W., & Luo, K. (2014). The comprehensive risk evaluation on rainstorm and flood disaster losses in China mainland from 2004 to 2009: Based on the triangular gray correlation theory. Natural Hazards, 71, 1001–1016.

[31]

Zhou, L. G., Jin, J. L., Cui, Y., Zhou, R. X., Ning, S. W., Dai, S. B., Wu, C. G., & Jiang, S. M. (2023). Connection number structure-based information diffusion model for agricultural drought disaster risk assessment: A case study in Jianghuai watershed area. Ecological Indicators, 154, 110710.

[32]

Zhou, L. G., Jin, J. L., Zhou, Y. L., Wu, C. G., Zhou, R. X., & Cui, Y. (2023). Matching of agricultural water and oil resources in Jianghuai hilly area based on set-pair analysis. Water Resources Protection, 39(4), 118–125.

[33]

Zhou, R., Jin, J., Cui, Y., Ning, S., Bai, X., Zhang, L., Zhou, Y., Wu, C., & Tong, F. (2022). Agricultural drought vulnerability assessment and diagnosis based on entropy fuzzy pattern recognition and subtraction set pair potential. Alexandria Engineering Journal, 61, 51–63.

[34]

Zhou, R., Jin, J., Cui, Y., Ning, S., Zhou, L., Zhang, L., Wu, C., & Zhou, Y. (2022). Spatial equilibrium evaluation of regional water resources carrying capacity based on dynamic weight method and dagum Gini coefficient. Frontiers in Earth Science, 9, 790349.

[35]

Zou, Q., Zhou, J., Zhou, C., Song, L., & Guo, J. (2013). Comprehensive flood risk assessment based on set pair analysis-variable fuzzy sets model and fuzzy AHP. Stochastic Environmental Research and Risk Assessment, 27, 525–546.

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2024 The Author(s). River published by Wiley-VCH GmbH on behalf of China Institute of Water Resources and Hydropower Research (IWHR).

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