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<div> <p><strong>1.&#160;&#160;&#160;&#160; </strong><strong>Introduction</strong></p> </div> <p>The north polar region of Mars is one of the most active places of the planet with avalanches<sup>[1]</sup> and ice block falls<sup>[2]</sup> being observed every year on High Resolution Imaging Science Experiment (HiRISE) data. Both phenomena originate at the steep icy scarps surrounding the north polar plateau, Planum Boreum. The exposed layers of ice and dust contain important information about the climate cycles of the planet<sup>[3]</sup>. We are interested in monitoring how the current scarp erosion rate (quantified through analysing block falls) is linked to these periodic changes in temperature. The large scale of the region of interest, combined with a growing amount of available satellite data makes automation key for this project. Our goal is to monitor robustly the whole north polar region for ice block falls throughout the entire Mars Reconnaissance Orbiter (MRO) mission. The active scarps of the north polar region contain two main geological units, the older and darker Planum Boreum Cavi unit, also called Basal Unit (BU) and the younger and brighter Planum Boreum 1 unit, which is a part of the so called North Polar Layered Deposits (NPLD)<sup>[4]</sup>. These geologic units are mapped by Tanaka et al. (2012), however the scale of this map is not sufficient for our work, as it is based on coarse resolution data. For our project it is important to segment the HiRISE images of the steep scarps in NPLD and BU regions with high precision, both to restrict the area where the algorithm will look for fallen blocks and to differentiate between the activity originating in the NPLD<sup>[5]</sup> from that originating in the BU.&#160;Here we present our algorithm for automated scarp mapping &#8211; the first completed step towards a fully streamlined monitoring pipeline.</p> <p><img src="data:image/png;base64, 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
This paper proposes a novel coarse-to-fine ice-block falls detection approach based on the YOLO-V4 network and a postprocessing strategy by considering the illumination properties (i.e., adjacent distance, direction, area ratio of ice-block and shadows) of the considered ice-block targets. The proposed approach mainly consists of two steps: 1) Coarse detection of ice-block falls based on the YOLO-V4 network. 2) Extraction of the illumination properties of ice-block targets, and refine the initial detection results based on the post-processing strategy. By taking the edge of the Boreum Planum in Mars Arctic as a research region where presents frequent ice-block falls activity, the HiRISE (High Resolution Imaging Science Experiment) image was used to verify the reliability of the proposed approach. Note that in this work we only focused on the ice-block targets whose length and width are larger than 0.5m (2 pixels in the HiRISE image). Final obtained experimental results confirmed the effectiveness of the proposed approach for identifying the ice-block falls activity over large Martian areas at both local and global scales.
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