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基于BP神经网络的西北太平洋柔鱼资源丰度时空变化研究

王雅萌 汪金涛 陈新军 雷林

王雅萌,汪金涛,陈新军,等. 基于BP神经网络的西北太平洋柔鱼资源丰度时空变化研究[J]. 海洋学报,2021,43(6):81–89 doi: 10.12284/hyxb2021106
引用本文: 王雅萌,汪金涛,陈新军,等. 基于BP神经网络的西北太平洋柔鱼资源丰度时空变化研究[J]. 海洋学报,2021,43(6):81–89 doi: 10.12284/hyxb2021106
Wang Yameng,Wang Jintao,Chen Xinjun, et al. Spatio-temporal dynamic of abundance index of Neon flying squid in relation to environmental variables in the Northwest Pacific Ocean using BP neural network[J]. Haiyang Xuebao,2021, 43(6):81–89 doi: 10.12284/hyxb2021106
Citation: Wang Yameng,Wang Jintao,Chen Xinjun, et al. Spatio-temporal dynamic of abundance index of Neon flying squid in relation to environmental variables in the Northwest Pacific Ocean using BP neural network[J]. Haiyang Xuebao,2021, 43(6):81–89 doi: 10.12284/hyxb2021106

基于BP神经网络的西北太平洋柔鱼资源丰度时空变化研究

doi: 10.12284/hyxb2021106
基金项目: 国家重点研发计划(2019YFD0901404);国家自然科学基金(NSFC41876141);上海市科技创新行动计划(19DZ1207502);自然资源卫星遥感技术体系建设与应用示范项目(202001004)
详细信息
    作者简介:

    王雅萌(1996-),女,新疆维吾尔自治区乌鲁木齐市人,研究方向为渔业资源。E-mail:1055466034@qq.com

    通讯作者:

    汪金涛,讲师,主要从事人工智能渔业学研究。E-mail: jtwang@shou.edu.cn

  • 中图分类号: S931.4

Spatio-temporal dynamic of abundance index of Neon flying squid in relation to environmental variables in the Northwest Pacific Ocean using BP neural network

  • 摘要: 西北太平洋柔鱼(Ommastrephes bartramii)是我国鱿钓船队重要捕捞对象,其资源分布的时空变化对资源的可持续开发和利用有重要影响。本文以2000−2015年7−10月西北太平洋柔鱼渔业数据的单位捕捞努力量渔获量作为应变量,以年份、月份、经度、纬度、海表面温度、海表盐度、海面高度、叶绿素a浓度作为自变量,构建BP神经网络模型,推测该段时间西北太平洋柔鱼丰度时空变化规律,并探究环境因子对柔鱼资源丰度的影响。通过比较,确定输入层为年份、月份、经度、纬度、海表面温度和海表盐度,隐含层神经元数量为8的模型均方误差最小,模型最优。结果表明,单位捕捞努力量渔获量年间波动明显,每年的7月、10月柔鱼资源丰度较低,且空间分布分散在整个作业渔场,8月、9月资源丰度较高,并集中在41.5°~43.5°N, 155°~160°E局部区域。研究认为,海表面温度和海表盐度对柔鱼资源丰度时空变动有较大影响,在今后柔鱼资源评估与管理中予以考虑。
  • 图  1  西北太平洋柔鱼冬生群体空间和洄游分布

    Fig.  1  Spatial distribution and migratory distribution of winter cohort of Ommastrephes bartramii in the Northwest Pacific Ocean

    图  2  西北太平洋柔鱼空间BP神经网络最优模型训练样本集(PCPUE)拟合状态

    Fig.  2  Training dataset fitting of optimal BP neural network (PCPUE) for Ommastrephes bartramii in the Northwest Pacific Ocean

    图  3  西北太平洋柔鱼空间BP神经网络最优模型测试样本集(PCPUE)拟合状态

    Fig.  3  Testing dataset fitting of optimal BP neural network (PCPUE) for Ommastrephes bartramii in the Northwest Pacific Ocean

    图  4  西北太平洋柔鱼最优空间BP神经网络模型

    Fig.  4  Optimal spatial BP neural network model for Ommastrephes bartramii in the Northwest Pacific Ocean

    图  5  2000−2008年西北太平洋柔鱼预测CPUE分布

    Fig.  5  Simulated CPUE distribution of Ommastrephes bartramii from 2000 to 2008 in the Northwest Pacific Ocean

    图  6  2009−2015年西北太平洋柔鱼预测CPUE分布

    Fig.  6  Simulated CPUE distribution of Ommastrephes bartramii from 2009 to 2015 in the Northwest Pacific Ocean

    图  7  2000−2015年7−10月份柔鱼资源丰度时间趋势

    Fig.  7  Temporal trend of the abundance of CPUE of Ommastrephes bartramii from July to October during 2000 to 2015

    表  1  西北太平洋柔鱼空间分布BP神经网络模型

    Tab.  1  Spatial BP neural network models for Ommastrephes bartramii in the Northwest Pacific Ocean

    方案输入层因子BP神经网络模型结构
    1经度、纬度、年份、月份、SST5-4-1、5-5-1、5-6-1、5-7-1、5-8-1、
    5-9-1、5-10-1、5-11-1、5-12-1
    2经度、纬度、年份、月份、SST、SSS6-4-1、6-5-1、6-6-1、6-7-1、6-8-1、
    6-9-1、6-10-1、6-11-1、6-12-1
    3经度、纬度、年份、月份、SST、SSS、Chl a浓度7-4-1、7-5-1、7-6-1、7-7-1、7-8-1、
    7-9-1、7-10-1、7-11-1、7-12-1
    4经度、纬度、年份、月份、SST、SSS、Chl a浓度、SSH8-4-1、8-5-1、8-6-1、8-7-1、8-8-1、8-9-1、8-10-1、8-11-1、8-12-1、8-13-1
      注:BP神经网络模型结构中数字分别表示输入层、隐含层和输出层神经元个数。
    下载: 导出CSV

    表  2  不同方案不同隐含层下训练集CPUE的均方误差

    Tab.  2  Mean square error of training dataset CPUE for different scenarios

    隐含层数方案
    1234
    40.042 10.041 70.043 60.045 3
    50.041 60.040 90.043 10.044 5
    60.041 00.039 50.042 50.043 8
    70.040 20.038 80.042 10.043 5
    80.039 40.038 20.041 90.042 9
    90.038 90.038 40.041 70.042 6
    100.039 20.038 60.041 90.043 0
    110.040 40.039 20.042 40.043 2
    120.041 30.041 50.042 90.043 8
    130.041 70.042 00.043 20.044 5
    下载: 导出CSV

    表  3  不同方案不同隐含层下测试集CPUE的均方误差

    Tab.  3  Mean square error of testing dataset CPUE for different scenarios

    隐含层数方案
    1234
    40.041 80.041 30.043 30.044 7
    50.041 30.040 70.042 80.044 0
    60.040 60.039 20.042 20.043 4
    70.039 90.038 60.041 90.043 1
    80.039 20.038 00.041 60.042 6
    90.038 80.038 30.041 40.042 3
    100.039 00.038 40.041 60.042 7
    110.040 00.038 80.042 10.042 9
    120.041 10.040 70.042 70.043 3
    130.041 50.041 60.043 00.044 0
    下载: 导出CSV
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  • 收稿日期:  2019-11-18
  • 修回日期:  2020-04-23
  • 网络出版日期:  2021-05-08
  • 刊出日期:  2021-06-30

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