مطالعات علوم محیط زیست

مطالعات علوم محیط زیست

تحلیل عدم قطعیت وضعیت خشک‌سالی حوضه آبریز دشت آسپاس با استفاده از روش نظریه شواهد دمپستر- شیفر (Dempster-Shafer)

نوع مقاله : مقاله پژوهشی

نویسندگان
1 دانشکده مهندسی، گروه مهندسی عمران، دانشگاه یاسوج
2 کارشناس ارشد، گروه مهندسی عمران، دانشکده مهندسی عمران، دانشگاه یاسوج، یاسوج، ایران
3 دانشجوی دکتری، دانشکده عمران، آب و محیط زیست، دانشگاه شهید بهشتی، تهران، ایران
10.22034/jess.2025.494361.2321
چکیده
به‌منظور تدوین طرح‌های مقابله با خشک‌سالی و مدیریت آن، از ضروری‌ترین تمهیدات، طراحی سیستم پایش خشک‌سالی می‌باشد. برای تحلیل کمی خشک‌سالی، وجود یک شاخص مناسب برای تعیین دقیق دوره‌های تر و خشک بسیار ضروری است. هدف از انجام این پژوهش تعیین میزان عدم قطعیت شاخص‌های مختلف خشک‌سالی در تخمین شرایط اقلیمی خشک‌سالی، نرمال و ترسالی دشت آسپاس استفاده شد که می‌تواند درروند پایش و تخمین خشک‌سالی این دشت که یکی از مهم‌ترین دشت‌های حاصلخیز استان فارس است مفید واقع شود. حوضه آبریز دشت آسپاس یکی از مناطقی است که مورد تهدید خطر خشک‌سالی واقع‌شده است. تحلیل عدم قطعیت در این تحقیق بر اساس روش نظریه شاهد دمپستر شیفر (Dempster Shafer) انجام می‌شود.تئوری دمپستر شیفر یک روش مهم در اندازه‌گیری و به کمیت درآوردن عدم قطعیت سیستم‌های آماری است. تئوری دمپستر شیفر با استفاده از مفهوم احتمالات حداقل و حداکثر توسط دمپستر پایه‌گذاری شد و سپس شیفر آن را به‌عنوان یک نظریه ارائه داد.باتوجه‌به اطلاعات و داده‌های جمع‌آوری‌شده از پنج شاخص هواشناسی و هیدرولوژی شامل شاخص بارش استاندارد(SPI)،شاخص دهک (DI)،شاخص درصد نرمال (PN)،شاخص نسبت خشک‌سالی(RDI)وشاخص استاندارد رواناب (SDI)،ارزیابی وضعیت اقلیمی در محدوده مطالعاتی انجام شد. مطابق با نتایج مشاهده‌شده، کلیه شاخص‌ها به‌اتفاق در بازه زمانی سال ۱۳۹۲ الی 1397 رخداد دوره خشک‌سالی را نشان داده‌اند و به دلیل ماهیت متفاوت محاسبات شاخص‌ها و یا پارامترهای بکار برده، در سایر بازه‌های زمانی نتایج متفاوتی به‌دست‌آمده است که این امر نشان‌دهنده عدم قطعیت به وجود آمده در ارزیابی وضعیت خشک‌سالی با به‌کارگیری شاخص‌های متفاوت است. نتایج تحلیل عدم قطعیت نشان می‌دهد در تخمین شرایط نرمال در مقیاس ماهانه، فصلی و سالانه عدم قطعیت 72 - 79 درصد و در تخمین شرایط خشک‌سالی در مقیاس ماهانه، فصلی و سالانه عدم قطعیت 35 - 44 درصد و در تخمین شرایط ترسالی در مقیاس ماهانه، فصلی و سالانه عدم قطعیت 31 - 47 درصد وجود دارد.
کلیدواژه‌ها

عنوان مقاله English

Uncertainty analysis of the drought condition of the Aspas plain drainage basin using Dempster-Shafer evidence theory method

نویسندگان English

Hossein Montaseri 1
Faezeh Salmani 2
Reza Khalili 3
1 Department of Civil Engineering, Faculty of Engineering, Yasouj University, Yasouj, Iran
2 Graduated M.Sc. Student, Department of Civil Engineering, Faculty of Civil Engineering, Yasouj University, Iran
3 PhD student, Department of Water and Wastewater, Shahid Beheshti University, Tehran, Iran
چکیده English

Introduction

Drought, unlike other natural disasters, develops gradually, making its onset hard to detect. Effective water management requires predictive models to monitor drought characteristics. Aspas Plain, one of the fertile plains in Fars province, faces drought threats. This study evaluates drought conditions using indices such as the Standard Precipitation Index (SPI) and Drought Intensity Index (DI). This research utilizes Dempster-Shafer evidence theory to measure and quantify the uncertainties associated with these indicators in the drought assessment process. Such analysis aids in better drought planning and response strategies.

Methods
The research employed 36 years of climate data (1986–2021) collected from meteorological and hydrological stations in the region. Five key drought indices—SPI (Standardized Precipitation Index), DI (Decile Index), PN (Percent of Normal Index), RDI (Reconnaissance Drought Index), and SDI (Standardized Discharge Index)—were used to monitor drought conditions at monthly, seasonal, and annual scales. The Dempster-Shafer theory, which allows the integration of multiple evidence sources, was applied to quantify uncertainties and provide a probabilistic framework for assessing drought conditions.

Results
Occurrence of Drought Events:
Analysis of drought indices revealed consistent evidence of severe droughts in Aspas Plain during several periods, particularly between 2012 and 2017. However, due to differences in the calculation methods and parameters of the indices, the results varied for other time periods, underscoring the presence of uncertainties in drought assessments.

Uncertainty Analysis:
The uncertainty analysis indicated that the level of uncertainty in estimating normal climatic conditions ranged between 72% and 79%, for drought conditions between 35% and 44%, and for wet conditions between 31% and 47%. These results highlight the challenges posed by using multiple indices with diverse methodologies to estimate climatic conditions.

Discussion
The findings underscore the complexity of monitoring drought using various indices, as each index provides unique insights based on its specific parameters. The Dempster-Shafer theory proved to be a robust tool for synthesizing these insights and quantifying uncertainty. Differences in index results also point to the need for more comprehensive modeling approaches to improve the reliability of drought forecasting.

Conclusions
This research demonstrated that combining multiple drought indices using the Dempster-Shafer theory enhances the ability to assess drought conditions comprehensively. This integrative approach not only offers a more reliable understanding of drought risk but also supports better planning and management of water resources. Furthermore, the high levels of uncertainty observed in the study highlight the necessity of improving data quality and leveraging advanced modeling techniques for more accurate drought monitoring.

Methods
The research employed 36 years of climate data (1986–2021) collected from meteorological and hydrological stations in the region. Five key drought indices—SPI (Standardized Precipitation Index), DI (Decile Index), PN (Percent of Normal Index), RDI (Reconnaissance Drought Index), and SDI (Standardized Discharge Index)—were used to monitor drought conditions at monthly, seasonal, and annual scales. The Dempster-Shafer theory, which allows the integration of multiple evidence sources, was applied to quantify uncertainties and provide a probabilistic framework for assessing drought conditions.

Results
Occurrence of Drought Events:
Analysis of drought indices revealed consistent evidence of severe droughts in Aspas Plain during several periods, particularly between 2012 and 2017. However, due to differences in the calculation methods and parameters of the indices, the results varied for other time periods, underscoring the presence of uncertainties in drought assessments.

Uncertainty Analysis:
The uncertainty analysis indicated that the level of uncertainty in estimating normal climatic conditions ranged between 72% and 79%, for drought conditions between 35% and 44%, and for wet conditions between 31% and 47%. These results highlight the challenges posed by using multiple indices with diverse methodologies to estimate climatic conditions.

Discussion
The findings underscore the complexity of monitoring drought using various indices, as each index provides unique insights based on its specific parameters. The Dempster-Shafer theory proved to be a robust tool for synthesizing these insights and quantifying uncertainty. Differences in index results also point to the need for more comprehensive modeling approaches to improve the reliability of drought forecasting.

Conclusions
This research demonstrated that combining multiple drought indices using the Dempster-Shafer theory enhances the ability to assess drought conditions comprehensively. This integrative approach not only offers a more reliable understanding of drought risk but also supports better planning and management of water resources. Furthermore, the high levels of uncertainty observed in the study highlight the necessity of improving data quality and leveraging advanced modeling techniques for more accurate drought monitoring.

Methods
The research employed 36 years of climate data (1986–2021) collected from meteorological and hydrological stations in the region. Five key drought indices—SPI (Standardized Precipitation Index), DI (Decile Index), PN (Percent of Normal Index), RDI (Reconnaissance Drought Index), and SDI (Standardized Discharge Index)—were used to monitor drought conditions at monthly, seasonal, and annual scales. The Dempster-Shafer theory, which allows the integration of multiple evidence sources, was applied to quantify uncertainties and provide a probabilistic framework for assessing drought conditions.

Results
Occurrence of Drought Events:
Analysis of drought indices revealed consistent evidence of severe droughts in Aspas Plain during several periods, particularly between 2012 and 2017. However, due to differences in the calculation methods and parameters of the indices, the results varied for other time periods, underscoring the presence of uncertainties in drought assessments.

Uncertainty Analysis:
The uncertainty analysis indicated that the level of uncertainty in estimating normal climatic conditions ranged between 72% and 79%, for drought conditions between 35% and 44%, and for wet conditions between 31% and 47%. These results highlight the challenges posed by using multiple indices with diverse methodologies to estimate climatic conditions.

Discussion
The findings underscore the complexity of monitoring drought using various indices, as each index provides unique insights based on its specific parameters. The Dempster-Shafer theory proved to be a robust tool for synthesizing these insights and quantifying uncertainty. Differences in index results also point to the need for more comprehensive modeling approaches to improve the reliability of drought forecasting.

Conclusions
This research demonstrated that combining multiple drought indices using the Dempster-Shafer theory enhances the ability to assess drought conditions comprehensively. This integrative approach not only offers a more reliable understanding of drought risk but also supports better planning and management of water resources. Furthermore, the high levels of uncertainty observed in the study highlight the necessity of improving data quality and leveraging advanced modeling techniques for more accurate drought monitoring.

کلیدواژه‌ها English

drought
uncertainty analysis
drought indicators
witness theory
1.       A. Malekian, B. Choubin, F. Sajedhosseini, (2016) "Time delay and impact of meteorological drought on groundwater level (case study: Aspas plain - Fars province)", 10.
2.       B. Choubin, A. Malekian, (2013) "The relationship between the change of the underground water level and the process of salinization (case study: Aspas plain - Fars province)", 1 ,26.
3.       B. Choubin, A. Malekian, H. Gharehchaei, (2012) "Investigating the temporal changes of the groundwater level in a dry ecosystem (Case study: Aspas Plain)", 1,50.
4.       Byun, T. R. and Wilhite, D. A. (1999) " Objective quantification of drought severity and duration." Journal of Climate, 12: 2747-2756.
5.       C. Cacciamani, A. Morgillo, S. Marchesi, V. Pavan, (2007) "Monitoring and forecasting drought on a regional scale"., 62 ,48.
6.       C. Corinna, V. Vapnik (1995) "Support-vector networks" 3 , 297.
7.       C. Kempes, O. Myers, D. Breshears, J. Ebersole, (2008) "Comparing response of Pinus edulis treering growth to five alternate moisture indices using historic meteorological data", 72 ,357.
8.       D. Silva. (2004)  "On climate variability in northeast of Brazil", 58 ,596.
9.       F. Ahmadi, F. Radmanesh, R. Mirabbasi Najaf Abad. (2014) "Comparison between genetic programming and support vector machine methods for daily river flow forecasting, case study", 28 ,1171.
10.   Hayes, M. J.(2000) "What is drought?.", National Drought Mitigation Center, URL: www.drought.unl.edu/whatis/indices.htm.
11.   Hong, WU., Hayes, M. J., Welss, A. and Hu, Q. (2001) "An of evaluation the standardized
12.   K. Zarafshani, Investigating the psychological effects of drought on farmers in Fars province., (1384).
13.   Karl, T. H. R. and Knight, R. W (1985) "Atlas of monthly Palmer hydrological drought index for the contiguous united states." Historical Climatology Series 3-7 National Climate Data Center.
14.   Klugman, M. R. (1978) "Drought in the upper Midwest." Journal of Applied Meteorology, 17: 1425-1431.
15.   L. Labudova, L. Schefczyk, G. Heinemann, (2014) “The comparison of the SPI and the SPEI using COSMO model data in two selected Slovakian river basins”.
16.   M. Behzad, K. Asghari, M. Eazi, M. Pallhang, (2009) "Generalization performance of support vector machines and neural networks in runoff modeling", 36, 7629.
17.   Mellit, A. M. Pavan, M. Banghanem. (2013) "Least squares support vector machine for short-term prediction of meteorological time series", 111, 307.
18.   N, Shahbazi, A. Zahraei, B. Sadghi, H. Manshouri, M. Nasseri, (2011) "Seasonality meteorological drought prediction using support vector machine", 13, 1397.
19.   N. Khan, Sh. Shahid, T. B. Ismail, F. Behil. (2021) "Prediction of heat waves over Pakistan using support vector machine algorithm in the context of climate change", 35, 1353.
20.   Nawa, K. (2000) "Drought monitoring in Zambia using meteosat and NOAA AVHRR Data", URL: http://www.gisdevelopment.net/aars/acrs/2000/ps3/ps304.shtm.
21.   precipitation index, the China-z index and the statistical z-score.", International Journal of Climatology, 21:745-758 1.
22.   R. Kolachian, B. Saghafian. (2021) "Hydrological drought class early warning using support vector machines and rough sets", 390.
23.   Riahi, (1381) "Views and approaches of water crisis and drought phenomenon".
24.   S. Sahraie, Z. Moshfegh. (2013) "River Flow Prediction Using Case Study Support Vector Machine, 7th National Congress of Civil Engineering, Zahedan, Sistan and Baluchestan University".
25.   S. Samadianfard, E. Asadi. (2017) "Prediction of SPI drought index using support vector and multiple linear regressions", 6,16.
26.   S. Vicente-Serrano, S. Beguería, J.I. López-Moreno, (2011) "A multiscalar drought index sensitive to global warming", 23,1718.
27.   Sh.shamshirband, S. Hashemi, H. Salimi, S. Samadifard, E. Asadi. (2020) "Predicting Standardized Streamflow index for hydrological drought using machine learning models".
28.   Whipple, W. (1966) "Regional drought analysis.", Journal of Irrigation and Drainage Engeenearing, 92: 11-31, 1966.
29.   Y. Dibike, S. Velickov, D. Solomatine, M. Abbott, (2001) "Model induction with support vector machines: introduction and applications", 15 , 216.
30.   Zahraei, M. Nasseri, (2014) "Basin scale meteorological drought forecasting using support vector machine".
31.   حسنی­ها، ح. و صالحی، ز. "بررسی وضعیت خشک‌سالی بر اساس تعدادی از شاخص­های آماری در استان رنجان"، مجموعه مقالات اولین کنفرانس ملی بررسی راهکارهای مقابله با کم آبی و خشک‌سالی کرمان، جلد اول، صفحه 27-17، 1379.
32.   قطره­سامانی،س. "بررسی روند خشک‌سالی در استان چهارمحال و بختیاری"، مجموعه مقالات اولین کنفرانس ملی بررسی راهکارهای مقابله با کم­ابی و خشک‌سالی کرمان، جلد اول، صفحه 44-36، 1379.
33.   مقدم،ح.، جمالی،ج.، جوانمرد،س.، مهدویان،ع. و خزانه­داری، ل. "پایش خشک‌سالی بر اساس نمایه SPI، دهک­ها و نرمال در استان سیستان و بلوچستان"، مجموعه مقالات اولین کنفرانس بررسی راهکارهای مقابله با بحران آب زابل، جلد سوم، صفحه 80-69، 1380.