Computation of Flow Coefficient via Non-deterministic Approach of Fuzzy Logic Called "SMRGT" Based on Meteorological Properties

IF 1 Q4 ENGINEERING, CIVIL
Ayse Yeter Gunal
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引用次数: 0

Abstract

In light of the current global climate changes, floods have emerged as a significant hydraulic and hydrological challenge on a global scale. The primary contributors to the expansion of impermeable areas and the intensification of flood flow are extensive urbanization, the proliferation of concrete edifices and the construction of asphalt thoroughfares. Anticipating the flow beforehand will be conducive to the successful execution of the task at hand. The objective is to reduce the likelihood of harm to individuals and damage to assets. By accurately determining the flow coefficient, which is a significant factor in flood flow, it is possible to mitigate existing issues to a significant degree. Numerous methodologies for modeling flow coefficients can be found in the extant literature. However, most of these methodologies rely on black-box techniques and are not easily generalizable. Hence, the present investigation has opted for a novel methodology; namely, the fuzzy SMRGT method that takes into account the physical characteristics of the phenomenon and is designed to assist individuals who encounter difficulties in selecting the appropriate quantity, structure and rationale of membership functions and fuzzy rules within a given fuzzy set. The data comprising annual precipitation, temperature and relative humidity measurements was acquired from the Regional Directorate of Meteorology. The model outcomes were juxtaposed with the actual observations. Statistical parameters, such as the coefficient of determination (R2 ), the root mean square error (RMSE), the Nash-Sutcliffe efficiency coefficient (NSE) and the mean absolute percentage error (MAPE), were used to evaluate the performance of the model. The statistical test results were: (RMSE: 0.096, NSE: 0.90, MAPE: 17.3, R2 :0.96). The findings suggest that the SMRGT model is highly effective in accurately forecasting the flow coefficient and represents a robust approach for constructing membership functions and fuzzy rules. KEYWORDS: Fuzzy logic, Uncertainty modeling, SMRGT, Flow coefficient, Precipitation, Mamdani fuzzy inference system.
基于气象特性的模糊逻辑非确定性方法“SMRGT”流量系数计算
鉴于当前全球气候变化,洪水已成为全球范围内重大的水力和水文挑战。不透水区域扩大和洪水加剧的主要原因是广泛的城市化、混凝土大厦的扩散和沥青通道的建设。事先预测流程将有助于成功执行手头的任务。目标是减少对个人和财产造成伤害的可能性。流量系数是影响洪水流量的重要因素,通过准确确定流量系数,可以在很大程度上缓解现有问题。在现有文献中可以找到许多模拟流动系数的方法。然而,这些方法大多依赖于黑盒技术,不容易推广。因此,目前的调查选择了一种新的方法;即模糊SMRGT方法,它考虑了现象的物理特征,旨在帮助个体在给定的模糊集中选择合适的隶属函数和模糊规则的数量、结构和基本原理时遇到困难。这些数据包括年降水量、温度和相对湿度的测量数据是从区域气象局获得的。模型结果与实际观察结果并列。采用决定系数(R2)、均方根误差(RMSE)、Nash-Sutcliffe效率系数(NSE)和平均绝对百分比误差(MAPE)等统计参数评价模型的性能。统计检验结果为:(RMSE: 0.096, NSE: 0.90, MAPE: 17.3, R2:0.96)。研究结果表明,SMRGT模型在准确预测流量系数方面非常有效,是构建隶属函数和模糊规则的一种鲁棒方法。关键词:模糊逻辑,不确定性建模,SMRGT,流量系数,降水,Mamdani模糊推理系统
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来源期刊
CiteScore
2.10
自引率
27.30%
发文量
0
期刊介绍: I am very pleased and honored to be appointed as an Editor-in-Chief of the Jordan Journal of Civil Engineering which enjoys an excellent reputation, both locally and internationally. Since development is the essence of life, I hope to continue developing this distinguished Journal, building on the effort of all the Editors-in-Chief and Editorial Board Members as well as Advisory Boards of the Journal since its establishment about a decade ago. I will do my best to focus on publishing high quality diverse articles and move forward in the indexing issue of the Journal.
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