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First year sea ice characterization from Quad-pol H-A-α classification

机译:根据Quad-polH-A-α分类对第一年的海冰进行表征

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At spring when solar irradiance and air temperature turn snow and ice into an array of surface scatterers, point scatterers become the main signature of ridged environments. This information is better retained in un-filtered T3 matrixes. On another hand a Lee filtered T3 matrix gives information about the diversity of a distributed target which is equally indicative of the higher variability within ridges. In order to keep both in a single set of data, we computed an hybrid matrix composed of the alpha parameter from a single look T3 matrix and the entropy of the same matrix from a Lee 3×3 matrix. As revealed running a Wishart classification algorithm, this approach increases greatly the contrast between ridged and flat areas. The statistics presented in the results section were computed from areas characterized as a) linear ridges, b) rubble fields, c) type 1 un-deformed ice and, d) type 2 un-deformed ice. Un-deformed type 1 ice dates back to the previous fall freeze-up period while un-deformed type 2 ice is a thinner ice formed later through the winter season when the ice pack open up under certain wind conditions and new ice can develop into a flat section. While this technique couldn't be used during most of the winter season, this may present a great potential to extract narrow linear structures when snow wetness increase surface scattering and therefore the occurrence of single and double bounce scattering mechanisms.
机译:在春季,当太阳辐射和气温将冰雪变成一系列表面散射体时,点散射体成为山脊环境的主要标志。此信息可以更好地保留在未过滤的T3矩阵中。另一方面,经过Lee Lee滤波的T3矩阵给出了有关分布式目标多样性的信息,该信息同样指示着岭内较高的可变性。为了将两者保持在同一组数据中,我们计算了一个混合矩阵,该混合矩阵由一个单看T3矩阵的alpha参数和一个Lee 3×3矩阵的同一矩阵的熵组成。正如运行Wishart分类算法所揭示的那样,此方法大大增加了脊状区域和平坦区域之间的对比度。结果部分中显示的统计数据是根据以下区域计算的:a)线性脊,b)碎石场,c)1型未变形冰和d)2型未变形冰。未变形的1型冰可以追溯到先前的秋季冻结期,而未变形的2型冰是较薄的冰,形成于整个冬季,当冰袋在一定的风力条件下打开时,新的冰会发展成冰。扁平部分。尽管此技术在冬季的大部分时间都无法使用,但当雪湿度增加表面散射并因此出现单跳和双跳散射机制时,这可能具有提取窄线性结构的巨大潜力。

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