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GIS-Based Determination of the Optimal Heliport and Water Source Locations for Forest Fire Suppression Using Multi-Objective Programming
First responders to forest fires, especially in areas that cannot be reached by land, are carried out by helicopters. In large forest lands, the necessity of helicopters to reach fire areas in the shortest time reveals the importance of heliport locations. In this study, the set-covering problem is...
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Published in: | Aerospace 2023-03, Vol.10 (3), p.305 |
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description | First responders to forest fires, especially in areas that cannot be reached by land, are carried out by helicopters. In large forest lands, the necessity of helicopters to reach fire areas in the shortest time reveals the importance of heliport locations. In this study, the set-covering problem is handled by optimizing heliport locations in a heavily forested Milas district of Muğla, Turkey, where forest fires have occurred severely in recent years. The aim is to cover the entire region with a minimum number of heliports within specified response times. The forest density of the relevant region is integrated as weights into the mathematical model based on geographic information systems (GIS) during location-allocation. In addition, several conditions related to the study area, such as their proximity to roads, distance to settlement areas, slope, wetlands, altitude, the existence of heliports or airports, and others, were defined on 2 × 2 km grids and analyzed in ArcGIS for use in mathematical modeling, which was developed as a multi-objective programming model. In the first model, different initial attack (IA) times are considered, and the tradeoffs between IA time coverages and heliport locations are revealed by using the ɛ constraint method. Then, in the second model, the water sources are evaluated to provide recommendations for further extended attack (EA) and additional water sources (pools) considering the existing ones. Mathematical modeling is used to determine Pareto optimal heliport and additional water source locations for both IA and EA in the forest fires, respectively. Finally, the potential savings of the proposed model are quantified by comparing the model results with the current locations of the helicopters and water sources based on historical fire data. |
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In the first model, different initial attack (IA) times are considered, and the tradeoffs between IA time coverages and heliport locations are revealed by using the ɛ constraint method. Then, in the second model, the water sources are evaluated to provide recommendations for further extended attack (EA) and additional water sources (pools) considering the existing ones. Mathematical modeling is used to determine Pareto optimal heliport and additional water source locations for both IA and EA in the forest fires, respectively. Finally, the potential savings of the proposed model are quantified by comparing the model results with the current locations of the helicopters and water sources based on historical fire data.</description><identifier>ISSN: 2226-4310</identifier><identifier>EISSN: 2226-4310</identifier><identifier>DOI: 10.3390/aerospace10030305</identifier><language>eng</language><publisher>Basel: MDPI AG</publisher><subject>Airports ; Aviation ; Constraint modelling ; Cost control ; Efficiency ; Emergency response ; Fire stations ; Forest & brush fires ; Forest fires ; Forest management ; Forests ; Geographic information systems ; Geography ; Geospatial data ; Helicopters ; heliport locations ; Heliports ; Integer programming ; Literature reviews ; Mathematical analysis ; Mathematical models ; Mathematical programming ; Modelling ; multi-objective programming ; Multiple objective analysis ; Optimization ; Optimization techniques ; Population density ; Remote sensing ; Risk assessment ; Roads & highways ; Topography ; water source locations ; Water sources ; Wetlands</subject><ispartof>Aerospace, 2023-03, Vol.10 (3), p.305</ispartof><rights>COPYRIGHT 2023 MDPI AG</rights><rights>2023 by the authors. 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In the first model, different initial attack (IA) times are considered, and the tradeoffs between IA time coverages and heliport locations are revealed by using the ɛ constraint method. Then, in the second model, the water sources are evaluated to provide recommendations for further extended attack (EA) and additional water sources (pools) considering the existing ones. Mathematical modeling is used to determine Pareto optimal heliport and additional water source locations for both IA and EA in the forest fires, respectively. 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In large forest lands, the necessity of helicopters to reach fire areas in the shortest time reveals the importance of heliport locations. In this study, the set-covering problem is handled by optimizing heliport locations in a heavily forested Milas district of Muğla, Turkey, where forest fires have occurred severely in recent years. The aim is to cover the entire region with a minimum number of heliports within specified response times. The forest density of the relevant region is integrated as weights into the mathematical model based on geographic information systems (GIS) during location-allocation. In addition, several conditions related to the study area, such as their proximity to roads, distance to settlement areas, slope, wetlands, altitude, the existence of heliports or airports, and others, were defined on 2 × 2 km grids and analyzed in ArcGIS for use in mathematical modeling, which was developed as a multi-objective programming model. In the first model, different initial attack (IA) times are considered, and the tradeoffs between IA time coverages and heliport locations are revealed by using the ɛ constraint method. Then, in the second model, the water sources are evaluated to provide recommendations for further extended attack (EA) and additional water sources (pools) considering the existing ones. Mathematical modeling is used to determine Pareto optimal heliport and additional water source locations for both IA and EA in the forest fires, respectively. 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subjects | Airports Aviation Constraint modelling Cost control Efficiency Emergency response Fire stations Forest & brush fires Forest fires Forest management Forests Geographic information systems Geography Geospatial data Helicopters heliport locations Heliports Integer programming Literature reviews Mathematical analysis Mathematical models Mathematical programming Modelling multi-objective programming Multiple objective analysis Optimization Optimization techniques Population density Remote sensing Risk assessment Roads & highways Topography water source locations Water sources Wetlands |
title | GIS-Based Determination of the Optimal Heliport and Water Source Locations for Forest Fire Suppression Using Multi-Objective Programming |
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