适应城市化进程加速与气候变化,提高抵御洪涝灾害的能力是可持续发展的必由之路。从韧性视角出发,构建基于“自然-经济-社会-基础设施”的洪涝韧性评估框架,运用组合赋权-逼近理想解排序模型(Technique for Order Preference by Similar...适应城市化进程加速与气候变化,提高抵御洪涝灾害的能力是可持续发展的必由之路。从韧性视角出发,构建基于“自然-经济-社会-基础设施”的洪涝韧性评估框架,运用组合赋权-逼近理想解排序模型(Technique for Order Preference by Similarity to the Ideal Solution,TOPSIS)评估2007—2022年南京都市圈城市洪涝韧性水平,并利用障碍度模型诊断抑制洪涝韧性提升的主要因素。结果表明:(1)都市圈城市洪涝韧性呈上升趋势,从较低水平转变为中等水平;(2)洪涝韧性空间分布呈现以南京为核心、向四周辐射递减的“中心-外围”特征;(3)研究时段末南京都市圈洪涝韧性的关键限制因素有河流调蓄能力、人口脆弱度、政府财政情况,植被覆盖率为部分城市潜在障碍因素。研究可为南京都市圈完善洪涝灾害防治体系、提升洪涝韧性提供参考。展开更多
For a nonlinear limit state function, the first-order reliability method(FORM) may cause large errors in the computation of not only the reliability index or failure probability but also the reliability sensitivity. I...For a nonlinear limit state function, the first-order reliability method(FORM) may cause large errors in the computation of not only the reliability index or failure probability but also the reliability sensitivity. In order to obtain more the accurate results of the reliability sensitivity analysis, a number of hyperplanes are built near the design point by first-order Tayler series expansion, which replace the known nonlinear limit state hypersurface, and an equivalent computational method is utilized to construct an equivalent hyperplane of the obtained hyperplanes. And the reliability sensitivities can be estimated more accurately by the derived equations based on the equivalent hyperplane. An example shows that the method is effective and feasible.展开更多
文摘适应城市化进程加速与气候变化,提高抵御洪涝灾害的能力是可持续发展的必由之路。从韧性视角出发,构建基于“自然-经济-社会-基础设施”的洪涝韧性评估框架,运用组合赋权-逼近理想解排序模型(Technique for Order Preference by Similarity to the Ideal Solution,TOPSIS)评估2007—2022年南京都市圈城市洪涝韧性水平,并利用障碍度模型诊断抑制洪涝韧性提升的主要因素。结果表明:(1)都市圈城市洪涝韧性呈上升趋势,从较低水平转变为中等水平;(2)洪涝韧性空间分布呈现以南京为核心、向四周辐射递减的“中心-外围”特征;(3)研究时段末南京都市圈洪涝韧性的关键限制因素有河流调蓄能力、人口脆弱度、政府财政情况,植被覆盖率为部分城市潜在障碍因素。研究可为南京都市圈完善洪涝灾害防治体系、提升洪涝韧性提供参考。
文摘For a nonlinear limit state function, the first-order reliability method(FORM) may cause large errors in the computation of not only the reliability index or failure probability but also the reliability sensitivity. In order to obtain more the accurate results of the reliability sensitivity analysis, a number of hyperplanes are built near the design point by first-order Tayler series expansion, which replace the known nonlinear limit state hypersurface, and an equivalent computational method is utilized to construct an equivalent hyperplane of the obtained hyperplanes. And the reliability sensitivities can be estimated more accurately by the derived equations based on the equivalent hyperplane. An example shows that the method is effective and feasible.
