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基于多源卫星遥感风场的全球平均海杂波近实时估算研究

柴庆武 牟晓恒 龚载泽 林文明

柴庆武,牟晓恒,龚载泽,等. 基于多源卫星遥感风场的全球平均海杂波近实时估算研究[J]. 海洋学报,2026,48(6):1–11
引用本文: 柴庆武,牟晓恒,龚载泽,等. 基于多源卫星遥感风场的全球平均海杂波近实时估算研究[J]. 海洋学报,2026,48(6):1–11
CAI Qingwu,MOU Xiaoheng,GONG Zaize, et al. aaa aaaa aaaa aaaa aaaa aaaa aaa a aaaaaaa aaa aaaa aaaa aaaaa aaaaaa aaaaa aaaaa aaaaaaaa aaaaaaaaaa[J]. Haiyang Xuebao,2026, 48(6):1–11
Citation: CAI Qingwu,MOU Xiaoheng,GONG Zaize, et al. aaa aaaa aaaa aaaa aaaa aaaa aaa a aaaaaaa aaa aaaa aaaa aaaaa aaaaaa aaaaa aaaaa aaaaaaaa aaaaaaaaaa[J]. Haiyang Xuebao,2026, 48(6):1–11

基于多源卫星遥感风场的全球平均海杂波近实时估算研究

基金项目: 国家自然科学基金项目(42576180)。
详细信息
    作者简介:

    柴庆武(2000—),男,安徽省宣城市人,研究方向为电子科学与技术。E-mail:3283132635@qq.com

    通讯作者:

    林文明(1984—),男,福建省仙游县人,教授,研究方向为海洋微波遥感、先进数据处理方法、雷达定标技术、以及海面风场遥感及应用。E-mail: wenminglin@nuist.edu.cn

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  • 摘要: 海杂波是雷达探测海面目标的重要背景干扰,其强度和统计特性受海况和雷达参数的共同制约。本文针对海杂波强度(即海面均值散射系数),将多源卫星遥感海面风场和微波散射计常用的地球地球物理模式函数相结合,提出一种全球平均海杂波近实时估计框架模型,旨在“近实时”和“全球尺度”上实现较高精度的平均海杂波估计。以Ku波段及中等入射角为例,利用 HY-2系列卫星与 CFOSAT 卫星散射计实测数据对估计结果进行检验,并系统分析了平均海杂波估计相对误差的时空分布特征及影响因素。结果表明,VV和HH极化的估计结果均与实测数据具有良好的一致性,相对误差分别为1.5~1.8 dB、2.1~2.4 dB。夏季相对误差较小,冬季相对误差偏大;低纬度海域相对误差较大,中高纬度海域相对误差则随季节变化。此外,风速与相对风向是调制平均海杂波估计相对误差的主要因素。本文提出的模型方法可拓展至其它微波波段和入射角,为全球平均海杂波近实时估计提供了一种可靠的实践参考。
  • 图  1  全球平均海杂波近实时估算流程图

    Fig.  1  Flowchart of the near-real-time estimation of global mean sea clutter intensity

    图  2  Ku 波段 VV 极化平均海杂波估算季节检验结果

    Fig.  2  Seasonal validation results of the Ku-band VV-polarized mean sea clutter intensity

    图  3  Ku 波段 HH 极化平均海杂波估算季节检验结果

    Fig.  3  Seasonal validation results of the Ku-band HH-polarized mean sea clutter intensity

    图  4  Ku 波段 VV 极化平均海杂波不同季节误差特征全球分布

    Fig.  4  Geographical distribution of the seasonal relative errors for the Ku-band VV-polarized mean sea clutter intensity

    图  5  Ku 波段 HH 极化平均海杂波不同季节误差特征全球分布

    Fig.  5  Geographical distribution of the seasonal relative errors for the Ku-band HH-polarized mean sea clutter intensity

    图  6  Ku 波段不同极化平均海杂波估计误差随融合风速的变化

    Fig.  6  Relative errors of mean sea clutter intensity as a function of the merged wind speed for different Ku-band polarizations

    图  7  Ku 波段不同极化平均海杂波估计误差随相对风向的变化

    Fig.  7  Relative errors of mean sea clutter intensity as a function of the relative wind direction for different Ku-band polarizations

    图  8  Ku 波段不同极化平均海杂波估计误差随入射角的变化

    Fig.  8  Relative errors of mean sea clutter intensity as a function of the incidence angle for different Ku-band polarizations

    表  1  海面均值散射系数模型适用性及精度概述

    Tab.  1  Overview of the applicability and accuracy of mean sea surface backscattering coefficient models

    模型名称频率入射角极化方式海面参数精度
    GIT1-100 GHZ80°–90°HH、VV海况等级3 – 5 dB
    TSC0.5-35 GHZ30°–90°HH、VV海况等级2.5 – 4 dB
    HYB0.5-35 GHZ30°–90°HH、VV海况等级2 – 3.5 dB
    NRL0.5-35 GHZ30°–90°HH、VV海况等级2.5 – 4 dB
    CMOD系列C波段16°–66°VV海面风场<0.5 dB
    Ku-2011Ku波段46°/54°HH、VV海面风场<0.5 dB
    NSCAT系列Ku波段16°–66°HH、VV海面风场<0.6 dB
    下载: 导出CSV

    表  2  不同风场输入条件下平均海杂波相对误差统计结果

    Tab.  2  Statistical scores of the relative errors of mean sea clutter intensity under different wind conditions

    极化方式Er (dB)
    Case #1Case #2Case #3
    VV1.471.591.58
    HH2.161.972.03
    下载: 导出CSV
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  • 收稿日期:  2026-03-01
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