首页> 外文期刊>Journal of geophysical research. Planets >Analysis of the Topographic Roughness of the Moon Using the Wavelet Leaders Method and the Lunar Digital Elevation Model From the Lunar Orbiter Laser Altimeter and SELENE Terrain Camera
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Analysis of the Topographic Roughness of the Moon Using the Wavelet Leaders Method and the Lunar Digital Elevation Model From the Lunar Orbiter Laser Altimeter and SELENE Terrain Camera

机译:利用小波领导方法和月球轨道运动激光高度计和塞琳地形相机的月球地形粗糙度分析了月球的地形粗糙度

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The Wavelet Leaders Method (WLM) is a wavelet-based multifractal formalism that allows the identification of scale breaks (thus scaling regimes), the definition of scaling properties (mono versus multi fractality of the surface), and the calculation of the H?lder exponent that characterizes each pixel, based on the comparison between a theoretical wavelet and topographic values. Here we use the WLM and the SLDEM2015 digital elevation model to provide a near-global and a local isotropic characterization of the lunar roughness. The near-global study of baselines between 330 m and 1,350 km reveals scale breaks at ~1.3, 42.2, and 337.6 km. Scaling properties and H?lder exponent values were calculated for the three corresponding scaling regimes: 330-659 m, 1.3-21.1 km, and 42.2-168.8 km. We find that the dichotomy between the highlands and the maria is present at all scales. Between 330 and 659 m, the H?lder exponent map shows the unique signature of Orientale basin, rilles, and a correlation with the age of mare units. Between 1.3 and 21.1 km, it shows the unique signature of the Orientale basin and a relationship with the density of 5- to 20-km-diameter craters. Scaling properties and H?lder exponent values were also calculated locally for complex craters, basins, rilles and light plains, for two scaling regimes: 165-659 m and 1.3-21.1 km. Relationships between the H?lder exponent values at 165-659 m, the density of <500-m-diameter craters and different geologic units were found and a potential scale break near 165 m was identified.
机译:小波领导方法(WLM)是基于小波的多法形式,允许尺度断裂的识别(因此缩放制度),缩放特性的定义(Mono与表面的多重性),以及Hα粘度的计算基于理论小波和地形值之间的比较,表征每个像素的指数。在这里,我们使用WLM和SLDEM2015数字高度模型来提供近乎全球和局部各向同性的月球粗糙度。近全球对330米至1,350公里之间的基线研究显示〜1.3,42.2和337.6公里的尺度突破。为三个相应的缩放制度计算了缩放性质和H·赖尔指数值:330-659 m,1.3-21.1公里,42.2-168.8公里。我们发现高地和玛丽亚之间的二分法存在于所有尺度。在330和659米之间,H·莱德指数图显示了东方盆地,罗尔斯的独特签名,以及与母马单位的年龄的相关性。在1.3和21.1公里之间,它显示了“东方盆地的独特签名”和密度为5至20公里直径的陨石坑的关系。对于两个缩放制度,也可以在本地计算缩放性质和H·赖尔指数值。在165-659米处的H·粘性指数值之间的关系,发现了<500 m径的陨石坑和不同地质单位的密度,并鉴定了165米附近的潜在尺度断裂。

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