Enhancing Terrain Analysis from Digital Elevation Models Using 2-D Kalman Filtering Technique

Hart, Lawrence, Marcus, Hilda Celestine
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Abstract

Three-dimensional spatial information, particularly elevation, is crucial for understanding terrain characteristics essential for meaningful development, often expressed as a Digital Elevation Model (DEM). To achieve reliable and accurate DEM values for terrain analysis, modeling uncertainties is necessary. The primary objective of this study is to determine improved terrain variables from the Digital Elevation Model of the study area. The recursive 2-D Kalman filtering technique was applied four times at different orientations to 121 elevation values extracted from a 30-meter resolution ALOS DEM of the study area using QGIS Desktop 3.22.7 software of an area covering approximately 10.80 Hectares using QGIS, the process involved 144 iterations. MATLAB was used for the computations. The terrain variables (elevation, first partial derivatives along the X and Y axes) of the central point of the DEM were obtained as a linear combination of the four filtering results. The final estimated values for the central point were 26.5589m for elevation, 0.0002m and 0.0011m for partial derivatives along the X and Y directions, with standard errors of ±0.0001m, ±0.0005m, and ±0.0007m, respectively. A 3-D plot of the terrain surface of the study area using Surfer10 software showed that the recursive 2-D Kalman filtering significantly improved the quality of the terrain surface when applied over the DEM. Therefore, the adopted recursive 2-D Kalman filter is well-suited for terrain surface modeling using grid DEMs. Its use is encouraged for determining improved values of terrain topographic variables, leading to more accurate terrain interpretation. In addition, when compared with ground survey data confirmed the technique's efficiency in reducing DEM noise. These results are promising as they are necessary information for flood route modelling, land use allocation and enhance functionality of the urban space domain of the study area. 
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利用二维卡尔曼滤波技术加强数字高程模型的地形分析
三维空间信息,尤其是海拔高度信息,对于了解地形特征至关重要,而地形特征对于有意义的开发至关重要,通常表现为数字高程模型(DEM)。要获得用于地形分析的可靠、准确的 DEM 值,必须对不确定性进行建模。本研究的主要目标是从研究区域的数字高程模型中确定改进的地形变量。使用 QGIS Desktop 3.22.7 软件,在研究区域面积约为 10.80 公顷的 30 米分辨率 ALOS DEM 中提取的 121 个高程值上,在不同方向上应用了四次递归二维卡尔曼滤波技术,该过程涉及 144 次迭代。计算使用了 MATLAB。DEM 中心点的地形变量(海拔高度、沿 X 轴和 Y 轴的第一次偏导数)是通过四次滤波结果的线性组合获得的。中心点的最终估计值为:海拔 26.5589 米,沿 X 和 Y 轴的偏导数分别为 0.0002 米和 0.0011 米,标准误差分别为±0.0001 米、±0.0005 米和±0.0007 米。使用 Surfer10 软件绘制的研究区域地形面三维图显示,递归二维卡尔曼滤波技术应用于 DEM 时,显著提高了地形面的质量。因此,所采用的递归二维卡尔曼滤波非常适合使用网格 DEM 进行地形表面建模。我们鼓励使用它来确定地形地貌变量的改进值,从而获得更准确的地形解释。此外,与地面勘测数据进行比较后,证实了该技术在减少 DEM 噪声方面的效率。这些结果很有希望,因为它们是洪水路线建模、土地利用分配和增强研究区域城市空间域功能的必要信息。
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