تعداد نشریات | 161 |
تعداد شمارهها | 6,532 |
تعداد مقالات | 70,504 |
تعداد مشاهده مقاله | 124,122,447 |
تعداد دریافت فایل اصل مقاله | 97,230,341 |
مدلسازی تغییرات غلظت هیدروکربنهای نفتی در عمقهای گوناگون خاک آلوده طی فرایند گیاهپالایی با استفاده از منطق فازی | ||
محیط شناسی | ||
مقاله 7، دوره 41، شماره 4، اسفند 1394، صفحه 815-825 اصل مقاله (870.54 K) | ||
نوع مقاله: مقاله پژوهشی | ||
شناسه دیجیتال (DOI): 10.22059/jes.2016.57136 | ||
نویسندگان | ||
فریدا ایرجی آسیابادی* 1؛ سید احمد میرباقری2؛ علی اصغر بسالت پور3 | ||
1دکتری علوم محیطزیست، دانشکدۀ کشاورزی و منابع طبیعی، دانشگاه آزاد اسلامی واحد اصفهان (خوراسگان)، اصفهان، ایران | ||
2استاد، دانشکدۀ مهندسی عمران، دانشگاه صنعتی خواجه نصیر طوسی، تهران، ایران | ||
3استادیار، دانشکده کشاورزی، دانشگاه ولی عصر (عج) رفسنجان، رفسنجان، ایران | ||
چکیده | ||
گیاهپالایی یکی از روشهای زیستی ارزان، مؤثر و دوستدار محیطزیست برای کاهش آلودگیهای نفتی خاک است، اما اندازهگیری کمّی غلظت هیدروکربنهای نفتی خاکهای آلوده طی این فرایند مشکل، وقتگیر و هزینهبر است. بنابراین، استفاده از مدلی که به محدودیتهای موجود، صورتبندی ریاضی ببخشد و آنها را رفع کند، بسیار مفید خواهد بود. لذا در این پژوهش، غلظت هیدروکربنهای نفتی در ستون خاک طی فرایند گیاهپالایی با استفاده از منطق فازی مدلسازی شد. بدینمنظور ستونهایی به ارتفاع 130 سانتیمتر از خاک آلوده به ترکیبات نفتی جمعآوریشده از اطراف مخازن نفت پالایشگاه اصفهان، تهیه و بذر دو گونۀ گیاهی سورگوم و جو در 3 تکرار کشت شد. پس از گذشت 17 هفته، غلظت هیدروکربنهای نفتی در اعماق 25، 50، 75 و 100 سانتیمتری ستونهای خاک تعیین شد. با استفاده از روش منطق فازی با تعریف دو ورودی عمق و زمان و مشخصکردن توابع عضویت و قوانین فازی برای سه تیمار جو، سورگوم و شاهد، غلظت هیدروکربنهای نفتی در عمقهای گوناگون خاک طی فرایند گیاهپالایی مدلسازی شد. نتایج مدل فازی با مقادیر اندازهگیریشده مطابقت خوبی داشتند. بنابراین، استفاده از روش منطق فازی برای مدلسازی تغییرات غلظت آلایندهها طی فرایند گیاهپالایی برای سایر مناطق آلوده پیشنهاد میشود. | ||
کلیدواژهها | ||
آلودگی خاک؛ آلایندههای نفتی؛ عمق گسترش آلودگی؛ مدلسازی فازی | ||
عنوان مقاله [English] | ||
Modelling of the petroleum hydrocarbons concentration variation in different depths of a contaminated soil during phytoremediation using fuzzy logic | ||
نویسندگان [English] | ||
Farida Irajy Asiabady1؛ Seyed Ahmad Mirbagheri2؛ Ali Asghar Besalatpour3 | ||
1PhD. in Environment Science, Faculty of Agriculture and Natural Resources, Isfahan (Khorasgan) Branch, Islamic Azad University, Isfahan, Iran | ||
2Prof., Faculty of Civil Engineering, Khaje Nasir Toosi University of Technology, Tehran, Iran | ||
3Assist. Prof., Faculty of Agriculture, Vali-e-Asr University of Rafsanjan, Rafsanjan, Iran | ||
چکیده [English] | ||
1. Introduction Isfahan Oil Refinery (Isfahan, Iran) is responsible for the production of huge amounts of oil waste. As the released organic compounds are highly toxic, carcinogenic, and mutagenic, they can potentially contaminate the soil and groundwater resources of the adjacent area. This is particularly important in Isfahan where arid/semi-arid climate has limited the access to adequate surface water resources. Among the various methods proposed for oil-contaminated soil remediation, phytoremediation has been identified as an efficient and cost-effective technique. Limited access to soil samples from various depths during phytoremediation along with the cost, time, and effort required for quantitative measurement of TPH necessitates the development of a mathematical model to overcome the existing obstacles. Fuzzy logic is a feasible method for modeling systems with inadequate or vague and non-specific information. The fuzzy set theory, introduced by Zadeh in 1965, allows the user to define the rules and understand the relations between parameters and the existing decision-making process. Consequent to its constant evolution, the fuzzy set theory has found various applications. While fuzzy logic techniques have not been as extensively applied in the environmental field as in other fields such as industrial control systems, their diversity and progression increase their potential to affect environmental policymaking. Therefore, in recent years, numerous studies have evaluated the application of fuzzy logic methods to assess air quality and pollution, quality of surface waters, health of the rivers, groundwater contamination, and river water quality classification has also been investigated. In Iran, however, fuzzy logic has not been commonly practiced due to the unfamiliarity of environmental experts with the subject. The present study applied fuzzy logic to model TPH concentrations at different depths of soil during phytoremediation. Considering the inaccessibility of all soil depths, high costs of measurement, and the existing ambiguities, such a model will facilitate the evaluation and control of soil contamination. 2. Method 2.1. Determining physical and chemical properties of soil Soil samples were collected from the contaminated lands contiguous to Isfahan Oil Refinery’s Sulfur Recovery Unit where oil waste was accumulated. The samples were air dried and ground to pass a 2-mm sieve. Soil structure, electrical conductivity, pH, organic matter, available potassium and phosphorus, cation exchange capacity (CEC), total nitrogen, the concentrations of TPH and polycyclic aromatic hydrocarbons (PAH) were measured according to standard methods. 2.2. Phytoremediation experiment Phytoremediation experiments were conducted in 130-cm long polyvinylchloride pipes (width: 20 cm) with 20-cm sand filters on the bottom. The pipes had holes at 25, 50, 75, and 100 cm depths to make the final sampling possible. The prepared soil columns were planted with either sorghum or barley seeds or left unplanted. In order to assess the resistance and stability of the plants in contaminated soil, they were maintained for 17 weeks after seeding. TPH concentrations at 25, 50, 75, and 100 cm depths of all soil columns were measured 120 days after seeding. 2.3. Fuzzy modeling Data modeling with fuzzy logic was performed in three phases using MATLAB. 2.3.1. Fuzzification of the inputs and the output The inputs and the output were defined using linguistic variables and membership functions (MF). Depth was defined with four linguistic variables, i.e. very low (0-25 cm), low (25-50 cm), average (50-75 cm), and high (75-100 cm). Time was also defined through two linguistic variables, namely short (0-20 days) and long (20-120 days). The output (TPH concentration) was defined with four linguistic variables including low, average, high, and very high. While the Gaussian MF was applied on depth and TPH concentration, the triangular-shaped MF was used for time. The functions were determined following trial and error. 2.3.2. Defining fuzzy rules and application of fuzzy operators According to the measured values, the fuzzy intersection (Min) and union (Max) functions were used to multiply the inputs and combine the outputs, respectively. 2.3.3. Defuzzification Defuzzification involves the production of a quantifiable output. As we applied Mamdani fuzzy inference method, we used the center of gravity technique for defuzzification. All defuzzification calculations were performed using relevant software and the output was quantified for various inputs. 3. Results and Discussion TPH concentrations in treatments with sorghum and barley and also unplanted (control) treatments demonstrates that, increasing depth was associated with higher concentrations of TPH and smaller differences between the treatments. More precise, TPH concentrations of control and planted treatments were significantly different at the 0-25 cm depth (P < 0.05). However, as both sorghum and barley spread their roots at this depth, no significant difference was observed between planted soil columns. In fact, the extensive root systems of the two species enhanced the microbial activity in the rhizosphere and accelerated the decomposition of petroleum compounds. Compared to baseline, sorghum and barley decreased TPH concentrations by 64% and 52%, respectively. These values were 23%-35% greater than those detected in the control soil. At the 25-50 cm depth, the difference between TPH concentrations of the control and planted soils was still significant (P < 0.05). Meanwhile, considering sorghum’s higher root penetration, the planted treatments were also significantly different in terms of TPH concentration at this depth. At 50-75 and 75-100 cm depths, no significant difference were detected between TPH concentrations of the treatments. In fact, since the roots of sorghum and barley could not penetrate into such great depths, the three types of treatment had almost identical conditions (Fig 1). Figure 1. Changes in the concentrations of total petroleum hydrocarbons at different depths of planted and unplanted soil columns After fuzzification of the inputs and the output, defining fuzzy rules and application of fuzzy operators to combine fuzzy relations and aggregate the outputs, and finally defuzzification, the output values were calculated. Comparison between the measured concentrations of total petroleum hydrocarbons and the values obtained from the fuzzy model after 120 days of phytoremediation with sorghum, barly and control treatment showed the fuzzy model was well capable of determining TPH concentrations at various depths of soil during the phytoremediation process. 4. Conclusion The present study designed a fuzzy model to determine TPH concentrations during the phytoremediation process in lands adjacent to Isfahan Oil Refinery. The measured concentrations decreased by 52%-64% in soils planted with sorghum and barley. These rates were 23%-35% greater than the values obtained from unplanted treatments. Since even small amounts of organic contaminants can seriously threaten human health, enhanced elimination of petroleum-based contaminants in presence of sorghum and barley plays a critical role in improving soil conditions in the area. On the other hand, not only is the quantitative measurement of TPH a difficult, time-consuming, and costly task, but it also requires access to different depths of soil during phytoremediation (which is not always possible). Therefore, we determined the concentrations at different times and depths by developing a fuzzy model. The applied model was actually able to mathematically formulate the existing limitations and facilitate decision-making and inference through its simple, flexible concepts. Considering the novelty of fuzzy logic techniques in soil and water resources studies, particularly in Iran, further, more diverse research on the application of such methods in various fields of integrated soil and water resources management can lead to improved prediction and modeling accuracy at lower cost and time. As the values calculated by our fuzzy model were consistent with the measured TPH concentrations, this model can also be utilized in other contaminated areas. Meanwhile, the model comprised 10 different MFs (four for depth, two for time, and four for the output) whose parameters could be modified by the user and thus alter the numerical value of the output. Since selecting appropriate values for the parameters is complicated, future studies are suggested to use optimization methods such as genetic algorithms determine the best parameters for MFs. | ||
کلیدواژهها [English] | ||
Soil Pollution, Oil Pollutants, Depth of Pollution, fuzzy model | ||
مراجع | ||
بسالتپور، ع. ا.، حاجعباسی، م. ع.، خوشگفتارمنش، ا. م.، شیخالاسلام، و. 1390. «تصمیمگیری فازی براساس الگوریتم ژنتیک برای انتخاب گیاه مناسب جهت گیاه پالایی خاکهای آلوده به هیدروکربنهای نفتی»، مجلۀ پژوهشهای خاک (علوم خاک و آب)، شمارۀ 25، صص 61-70. Black, C.A., Evans, D.D., White, J.L., Ensminger, L.E. and Clark, F.E. 1965. Methods of soil analysis. Part 2. American Society of Agronomy, Madison, Wis.
Bremner, J. and Mulvaney, C. 1982. Nitrogen total. Methods of Soil Analysis. Part 2. Chemical and Microbiological Properties, pp. 595-624.
Chaineau, C.H., Morel, J.L. and Oudot, J. 1997. Phytotoxicity and plant uptake of fuel oil hydrocarbons, Journal of Environmental Quality, 26(6): pp.1478-1483.
Cheema, S.A., Khan, M.I., Tang, X., Zhang, C., Shen, C., Malik, Z., Ali, S., Yang, J., Shen, K., Chen, X. and Chen, Y. 2009. Enhancement of phenanthrene and pyrene degradation in rhizosphere of tall fescue (Festuca arundinacea), Journal of Hazardous Materials, 166(2): pp.1226-1231.
Fang, C., Radosevich, M. and Fuhrmann, J.J. 2001. Atrazine and phenanthrene degradation in grass rhizosphere soil, Soil Biology and Biochemistry, 33(4): pp.671-678.
Fisher, B. 2003. Fuzzy environmental decision-making: applications to air pollution, Atmospheric Environment, 37(14): pp. 1865-1877.
Gong, L. and Jin, C. 2009. Fuzzy comprehensive evaluation for carrying capacity of regional water resources, Water resources management, 23(12): pp. 2505-2513.
Haiyan, W. 2002. Assessment and prediction of overall environmental quality of Zhuzhou City, Hunan Province, China, Journal of Environmental Management, 66(3): pp. 329-340.
Hutchinson, S.L., Banks, M.K. and Schwab, A.P. 2001. Phytoremediation of aged petroleum sludge, Journal of Environmental Quality, 30(2): pp. 395-403.
ISO (International Organization for Standardization). 2006. Soil quality-Determination of polycyclic aromatic hydrocarbons (PAH) - Gas chromatographic method with mass spectrometric detection (GC-MS), ISO 18287:2006, International Organization for Standardization, Geneva.
Kamath, R., Rentz, J.A., Schnoor, J.L. and Alvarez, P.J.J. 2004. Phytoremediation of hydrocarbon-contaminated soils: principles and applications, Studies in surface science and catalysis, 151: pp. 447-478.
Lermontov, A., Yokoyama, L., Lermontov, M. and Machado, M.A.S. 2009. River quality analysis using fuzzy water quality index: Ribeira do Iguape river watershed, Brazil, Ecological Indicators, 9(6): pp. 1188-1197.
Liste, H.H. and Alexander, M. 2000. Accumulation of phenanthrene and pyrene in rhizosphere soil, Chemosphere, 40(1): pp. 11-14.
Liu, L., Zhou, J., An, X., Zhang, Y. and Yang, L. 2010. Using fuzzy theory and information entropy for water quality assessment in Three Gorges region, China, Expert Systems with Applications, 37(3): pp. 2517-2521.
Lu, X., Li, L.Y., Lei, K., Wang, L., Zhai, Y. and Zhai, M. 2010. Water quality assessment of Wei River, China using fuzzy synthetic evaluation, Environmental Earth Sciences, 60(8): pp. 1693-1699.
Mirabbasi, R., Mazloumzadeh, S.M. and Rahnama, M.B. 2008. Evaluation of irrigation water quality using fuzzy logic, Research Journal of Environmental Sciences, 2(5): pp. 340-352.
Muhammetoglu, A. and Yardimci, A. 2006. A fuzzy logic approach to assess groundwater pollution levels below agricultural fields, Environmental monitoring and assessment, 118(1-3): pp. 337-354.
Newman, L.A. and Reynolds, C.M. 2005. Bacteria and phytoremediation: new uses for endophytic bacteria in plants, Trends in Biotechnology, 23(1): pp. 6-8.
Ocampo-Duque, W., Ferre-Huguet, N., Domingo, J.L. and Schuhmacher, M. 2006. Assessing water quality in rivers with fuzzy inference systems: A case study, Environment International, 32(6): pp. 733-742.
Olsen, S.R. and L.E. Sommers. 1982. Phosphorus. In: Methods of soil analysis, Part 2, pp. 403-431 American Society of Agronomy, Madison, Wis.
Onkal-Engin, G., Demir, I. and Hiz, H. 2004. Assessment of urban air quality in Istanbul using fuzzy synthetic evaluation, Atmospheric Environment, 38(23): pp. 3809-3815.
Peng, S., Zhou, Q., Cai, Z. and Zhang, Z. 2009. Phytoremediation of petroleum contaminated soils by Mirabilis Jalapa L. in a greenhouse plot experiment, Journal of Hazardous Materials, 168(2): pp. 1490-1496.
Pourghasemi, H.R., Moradi, H.R., Fatemim Aghda, S.M., Mahdavifar, M.R. and Mohammdi, M. 2009. Landslide Hazard Assessment Using Fuzzy Multi Criteria Decision-Making Method, Iranian journal of Watershed Management Science & Engineering, 3(8): pp. 51-63.
Shu, C. and Burn, D.H. 2004. Homogeneous pooling group delineation for flood frequency analysis using a fuzzy expert system with genetic enhancement, Journal of Hydrology, 291(1): pp. 132-149.
Smith, M.J., Flowers, T.H., Duncan, H.J. and Alder, J. 2006. Effects of polycyclic aromatic hydrocarbons on germination and subsequent growth of grasses and legumes in freshly contaminated soil and soil with aged PAHs residues, Environmental Pollution, 141(3): pp. 519-525.
Sowlat, M.H., Gharibi, H., Yunesian, M., Tayefeh Mahmoudi, M. and Lotfi, S. 2011. A novel, fuzzy-based air quality index (FAQI) for air quality assessment, Atmospheric Environment, 45(12): pp. 2050-2059.
Tang, J., Lu, X., Sun, Q. and Zhu, W. 2012. Aging effect of petroleum hydrocarbons in soil under different attenuation conditions, Agriculture, Ecosystems & Environment, 149: pp. 109-117.
Wang, J., Lu, X., Tian, J. and Jiang, M. 2008. Fuzzy synthetic evaluation of water quality of Naoli River using parameter correlation analysis, Chinese Geographical Science, 18(4): pp. 361-368.
Zadeh, L.A. 1971. Quantitative fuzzy semantics. Information sciences, 3(2): pp. 159-176.
Zhao, Y.W. and Yang, Z.F. 2009. Integrative fuzzy hierarchical model for river health assessment: A case study of Yong River in Ningbo City, China, Communications in Nonlinear Science and Numerical Simulation,14(4): pp. 1729-1736. | ||
آمار تعداد مشاهده مقاله: 3,106 تعداد دریافت فایل اصل مقاله: 888 |