海冰、雪和海水密度对ku波段SAR高度计反演北极海冰厚度的影响及校正

Xi Zhang;Quanfang Zhao;Gui Gao;Jie Zhang;Meng Bao;Junmin Meng
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引用次数: 1

摘要

卫星雷达高度计(RAs)可以在大范围内测量海冰厚度。根据均衡平衡的假设,了解水、雪和冰的密度对于通过高度计估算海冰厚度至关重要。因此,使用不准确的密度值从RAs估计海冰厚度将导致不可靠的结果。本文利用CryoSat-2 (CS-2)和Sentinel-3A (S3)卫星的海冰干舷、Operational IceBridge冰层厚度和修正后的气候雪深数据,提出了一种估算和校正密度($\rho $)比的方法,$\rho _{w}/{(}\rho _{w}-\rho _{i}{)}$和$\rho _{s}/{(}\rho _{w}-\rho _{i}{)}$,其中下标${i}$、${w}$和${s}$分别代表海冰、水和雪。除了将计算的密度比(DR)与以往研究中常用的DR进行比较外,我们还研究了输入密度参数对卫星RA干舷-厚度转换精度的影响。结果表明,欧空局海冰气候变化倡议产品(ESA SICCI)使用的第一年冰(FYI)区域的$\rho _{i}$普遍较大,而$\rho _{s}$明显较小。更准确反演的北极海冰厚度、美元\ρ_ {w} /{} \ρ_ {w} - \ρ_{我}{)}= 9.01 $和$ \ρ_{年代}/{}\ρ_ {w} - \ρ_{我}{)}= 3.52美元可以用来通知你,和$ \ρ_ {w} /{} \ρ_ {w} - \ρ_{我}{)}= 7.20 $和$ \ρ_{年代}/(\ρ_ {w} - \ρ_{我})= 2.30美元可用于多年冰见这种情况称之为(多年并)地区。由于$\rho _{w}$相对稳定且易于观测,该方法还可用于反演海冰密度$\rho _{i}$和雪层密度$\rho _{s}$。
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Impact and Correction of Sea Ice, Snow, and Seawater Density on Arctic Sea-Ice Thickness Retrieval From Ku-Band SAR Altimeters
Satellite radar altimeters (RAs) can measure sea-ice thickness on a large scale. According to the assumption of isostatic equilibrium, knowing the density of water, snow, and ice is crucial to estimating the thickness of sea ice from altimeters. Therefore, using inaccurate density values to estimate sea-ice thickness from RAs will lead to unreliable results. This article proposes a method to evaluate and correct density ( $\rho $ ) ratios, $\rho _{w}/{(}\rho _{w}-\rho _{i}{)}$ and $\rho _{s}/{(}\rho _{w}-\rho _{i}{)}$ , where subscripts ${i}$ , ${w}$ , and ${s}$ represent sea ice, water, and snow, respectively, by using sea ice freeboard of CryoSat-2 (CS-2) and Sentinel-3A (S3), Operational IceBridge ice thickness, and modified climatological snow depth data. In addition to comparing the calculated density ratio (DR) with the DR commonly used in the previous studies, we also investigate how input density parameters affect the accuracy of freeboard-to-thickness conversion of the satellite RA. Our results indicate that the $\rho _{i}$ of first-year ice (FYI) region used by the ESA sea ice climate change initiative product (ESA SICCI) is generally large, whereas $\rho _{s}$ is significantly small. For a more accurate inversion of Arctic sea-ice thickness, $\rho _{w}/{(}\rho _{w}-\rho _{i}{)} = 9.01$ and $\rho _{s}/{(}\rho _{w}-\rho _{i}{)} = 3.52$ can be used for FYI, and $\rho _{w}/{(}\rho _{w}-\rho _{i}{)} = 7.20$ and $\rho _{s}/(\rho _{w}-\rho _{i}) =2.30$ can be used for multiyear ice (MYI) region. Because $\rho _{w}$ is relatively stable and easy to observe, the proposed method also can be used to invert sea ice density $\rho _{i}$ and snow layer density $\rho _{s}$ from estimated DRs.
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2024 Index IEEE Journal on Miniaturization for Air and Space Systems Vol. 5 Table of Contents Front Cover The Journal of Miniaturized Air and Space Systems Broadband Miniaturized Antenna Based on Enhanced Magnetic Field Convergence in UAV
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