宋 琳,丁 锋,张金波,张源源,孟繁辉.有限元法在真实环境下大气电场仪误差修订中的应用[J].电子测量与仪器学报,2021,35(8):152-161
有限元法在真实环境下大气电场仪误差修订中的应用
Application of finite element method in the revision of atmosphericelectrostatic field instrument error in real environment
  
DOI:
中文关键词:  大气电场  有限元法  静电场畸变  误差修订系数  地形因子
英文关键词:atmospheric electrostatic field  finite element method  electrostatic field distortion  error revision coefficient  terrain factor
基金项目:国家自然科学基金(41871020)、青岛市气象局青年科研专项课题(2016qdqxq13)项目资助
作者单位
宋 琳 1. 青岛市气象灾害防御技术中心,2. 青岛市气象灾害防御工程技术研究中心 
丁 锋 2. 青岛市气象灾害防御工程技术研究中心 
张金波 3. 南京信息工程大学 大气物理学院 
张源源 1. 青岛市气象灾害防御技术中心 
孟繁辉 1. 青岛市气象灾害防御技术中心 
AuthorInstitution
Song Lin 1. Qingdao Meteorological Disaster Prevention Technology Center,2. Qingdao Meteorological Disaster Prevention Engineering Technology Research Center 
Ding Feng 2. Qingdao Meteorological Disaster Prevention Engineering Technology Research Center 
Zhang Jinbo 3. School of Atmospheric Physics,Nanjing University of Information Science and Technology 
Zhang Yuanyuan 1. Qingdao Meteorological Disaster Prevention Technology Center 
Meng Fanhui 1. Qingdao Meteorological Disaster Prevention Technology Center 
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中文摘要:
      大气电场仪的环境误差修订对于提高雷电预警准确率具有非常重要的意义。 针对已有的模拟计算方法难以准确还原 真实复杂的边界条件这一问题,利用有限元法模拟大气电场仪所在位置处的真实地形和建筑物等对大气电场畸变的影响,并对 实测数据进行了环境误差修订。 与已有方法相比,有限元法既模拟还原了真实的边界形状又提高了求解精度和计算速度。 结 果表明,位于平地时大气电场仪的误差修订系数与导体距离之间具有幂函数的变化关系,在屏蔽距离内山地的修订系数变化率 较平地更大;误差修订系数与屋顶边缘距离具有二次函数的变化关系,山地的修订系数较平地更小。 通过模拟计算还得到,崂 山各测站的环境误差修订系数均小于 1,对于屋顶测站和地面测站,地形都是其环境误差的主要影响因素。
英文摘要:
      The revision of the environmental error of the atmospheric electrostatic field ( EF) instrument is of great significance for improving the accuracy of lightning early warning. Because the existing simulation calculation methods are difficult to accurately restore the true and complex boundary conditions, the Finite Element Method is used to simulate the influence of terrain and surrounding objects on the measurement results of the EF, and revised the error of the atmospheric EF instrument in the actual environment. Compared with the existing methods, the Finite Element Method not only simulates and restores the true boundary shape, but also improves the solution accuracy and calculation speed. The results show that there is a power function relationship between the error revision coefficient of the atmospheric EF meter and the conductor distance when it is located on flat ground. In the shielding distance, the error revision coefficient of mountainous areas has a greater change rate than that of flat ground; the revision coefficient have a quadratic function relationship with the instrument position, and the revision coefficient of mountainous areas is smaller than that of flat ground. Through simulation calculations, it is also obtained that the environmental error revision coefficients of various atmospheric EF instrument stations in Laoshan are all less than 1. For different stations, terrain is the main influence factor of their environmental errors.
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