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Evidence of Non Extensive Statistical Physics behavior in the Watershed distribution in active tectonic Areas. Examples from Greece

机译:活动构造区流域分布中非广泛的统计物理行为的证据。希腊的例子

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The Digital Elevation Model (DEM) for the Crete Island with a resolution of approximately 20 meters was used in order to delineate watersheds by computing the flow direction and using it in the Watershed function. The Watershed function uses a raster of flow direction to determine contributing area. The Geographic Information Systems routine procedure was applied and the watersheds as well as the streams network (using a threshold of 2000 cells, i.e. the minimum number of cells that constitute a stream) were extracted from the hydrologically corrected (free of sinks) DEM. A number of a few thousand watersheds were delineated, and their areal extent was calculated. From these watersheds a number of 300 was finally selected for further analysis as the watersheds of extremely small area were excluded in order to avoid possible artifacts. Our analysis approach is based on the basic principles of Complexity theory and Tsallis Entropy introduces in the frame of non-extensive statistical physics. This concept has been successfully used for the analysis of a variety of complex dynamic systems including natural hazards, where fractality and long-range interactions are important. The analysis indicates that the statistical distribution of watersheds can be successfully described with the theoretical estimations of non-extensive statistical physics implying the complexity that characterizes the occurrences of them.
机译:使用克里特岛的数字高程模型(DEM),分辨率约为20米,以便通过计算流向并将其用于分水岭函数来描绘分水岭。分水岭功能使用流向栅格确定作用面积。应用了地理信息系统的常规程序,并从经水文校正(无汇)的DEM中提取了分水岭和河流网络(使用2000个单元的阈值,即构成一个流的最小单元数)。划定了数千个分水岭,并计算了它们的面积。从这些流域中,最终选择了300个进行进一步分析,因为排除了极小面积的流域,以避免可能出现的假象。我们的分析方法基于复杂性理论的基本原理,Tsallis熵在非广义统计物理学的框架中引入。该概念已成功用于各种复杂的动力系统的分析,包括自然灾害,其中分形和远距离相互作用很重要。分析表明,流域的统计分布可以用非广义统计物理的理论估计成功地描述,这暗示了表征流域发生的复杂性。

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