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Mathematical Model of an alluvial-Plains Landscape as a Basis for the Interpretation of Satellite Imagery

机译:冲积平原景观的数学模型作为卫星影像解释的基础

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The paper presents a mathematical description of the process of the change in the length of a bend and of the morphology of alluvial plains, including the mechanisms governing the location and orientation of segments, the number, size and curvature of ridges in segments and also the location, sizes and orientation of oxbows. This description is verified under different physical geographic conditions, form satellite imagery. This mathematical model enables us to construct new quantitative interpretational criteria and procedures for interpreting aerospace imagery for alluvial-plains territories, for geoecological and other purposes.
机译:本文提出了弯道长度变化和冲积平原形态变化过程的数学描述,包括控制分段位置和方向,分段中脊的数量,大小和曲率的机制以及牛的位置,大小和方向。此描述在不同的自然地理条件下得到验证,形成卫星图像。该数学模型使我们能够构建新的定量解释标准和程序,以解释冲积平原地区,地球生态学和其他目的的航空影像。

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