加强洪水风险管理:孟加拉国梅格纳河上游区域频率模型比较研究

Md. Touhidul Islam, Nusrat Jahan, N. Das, Md. Asibur Rahman Abir, Abdullah Al Ferdaus, M. S. Islam, Mohammed Mizanur Rahman, A. Adham
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引用次数: 0

摘要

孟加拉国位于恒河、雅鲁藏布江和梅格纳河的交汇处,经常受到严重洪水的影响,因此洪水风险管理对孟加拉国至关重要。本研究评估了 Gumbel 和 Log-Pearson III 型(LP3)概率分布在梅格纳河上游 Bhairab Bazar 站的洪水频率分析中的有效性。利用孟加拉国水利发展局提供的 32 年(1990-2021 年)年峰值排水量数据,预测了不同重现期的洪水量级。根据 Gumbel 分布预测,2 年一遇的洪峰流量为 10,709.71 立方米/秒,200 年一遇的洪峰流量为 24,519.62 立方米/秒,而 LP3 预测的同期洪峰流量为 10,701.51 立方米/秒至 22,911.84 立方米/秒。峰值超过阈值(POT)方法得出了更高的排放估算值,显示了其对极端事件的敏感性。对于 200 年重现期,Gumbel-POT 和 LP3-POT 的估计值分别为 22,117.40 立方米/秒和 21,964.07 立方米/秒。包括 Kolmogorov-Smirnov、Anderson-Darling 和 Chi-squared 在内的拟合优度检验结果表明,极值序列 (EVS) 和 POT 数据均采用 LP3 分布,尤其是在临界尾部区域。此外,还利用广义梯度降低算法绘制了等级曲线,以更好地了解河流的水力行为。这些发现对当地的洪水管理策略至关重要。超过关键阈值(如 5.8 米危险水位和 6.8 米严重洪水位)的排水量凸显了采取有力措施的必要性。这项分析为设计水力结构、规划防洪减灾以及改进预测模型以加强上梅格纳河流域的洪水风险评估提供了重要见解。
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Enhancing Flood Risk Management: A Comparative Study of Regional Frequency Models in the Upper Meghna River, Bangladesh
Flood risk management is essential in Bangladesh, frequently affected by severe flooding due to its location at the confluence of the Ganges, Brahmaputra, and Meghna rivers. This study assesses the effectiveness of Gumbel and Log-Pearson Type III (LP3) probability distributions for flood frequency analysis at the Bhairab Bazar station in the Upper Meghna River. Using 32 years (1990-2021) of annual peak discharge data from the Bangladesh Water Development Board, flood magnitudes were predicted for various return periods. The Gumbel distribution predicted discharges from 10,709.71 m³/s for a 2-year return period to 24,519.62 m³/s for a 200-year return period, while LP3 estimates ranged from 10,701.51 m³/s to 22,911.84 m³/s for the same periods. The peak over threshold (POT) approach yielded higher discharge estimates, showing its sensitivity to extreme events. For a 200-year return period, the Gumbel-POT and LP3-POT estimates were 22,117.40 m³/s and 21,964.07 m³/s, respectively. Goodness-of-fit tests, including Kolmogorov-Smirnov, Anderson-Darling, and Chi-squared, favored the LP3 distribution for both extreme value series (EVS) and POT data, especially in critical tail regions. A rating curve was also developed using the generalized reduced gradient algorithm to better understand the river's hydraulic behavior. These findings are crucial for local flood management strategies. Discharges exceeding critical thresholds, like the 5.8-m danger level and 6.8-m severe flood level, highlight the need for robust measures. This analysis offers essential insights for designing hydraulic structures, planning flood mitigation, and improving prediction models to enhance flood risk assessments in the Upper Meghna River basin.
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