欧拉路径
火情
等价(形式语言)
集合(抽象数据类型)
网格
水平集方法
环境科学
气象学
地理
计算机科学
前线(军事)
数学
拉格朗日
应用数学
几何学
生态学
生态系统
人工智能
分割
离散数学
生物
图像分割
程序设计语言
作者
Anthony Bova,William Mell,Chad Hoffman
摘要
Simulating an advancing fire front may be achieved within a Lagrangian or Eulerian framework. In the former, independently moving markers are connected to form a fire front, whereas in the latter, values representing the moving front are calculated at points within a fixed grid. Despite a mathematical equivalence between the two methods, it is not clear that both will produce the same results when implemented numerically. Here, we describe simulations of fire spread created using a level set Eulerian approach (as implemented in the wildland–urban interface fire dynamics simulator, WFDS) and a marker method (as implemented in FARSITE). Simulations of surface fire spread, in two different fuels and over domains of increasing topographical complexity, are compared to evaluate the difference in outcomes between the two models. The differences between the results of the two models are minor, especially compared with the uncertainties inherent in the modelling of fire spread.
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