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水下铁磁性腔体外部感应磁场研究
引用本文:李晶晶,程德福,赵塔. 水下铁磁性腔体外部感应磁场研究[J]. 科学技术与工程, 2015, 15(6): 195-199
作者姓名:李晶晶  程德福  赵塔
作者单位:吉林大学地球信息探测仪器仪表教育部重点实验室,仪器科学与电气工程学院,长春130021
摘    要:在水下铁磁性腔体上测量地磁场必须消除干扰磁场的影响,其中感应磁场是干扰磁场的主要组成部分,它随着腔体方位的变化而变化。分析腔体感应磁场的有限元计算方法,建立二维、三维数学模型,重点是采用有限元积分法添加了Neumann边界条件,得到了腔体感应磁场方程。通过将二维模型的解析解与数值解相比对,验证了二维和三维感应磁场方程的正确性,从而运用数值计算方法得到腔体位置、姿态变化时感应磁场的分布。

关 键 词:水下铁磁性腔体  有限元积分法  Neumann边界条件  感应磁场
收稿时间:2014-10-12
修稿时间:2014-10-29

Research of Inductive Magnetic Field Around Large Ferromagnetic Cavities
Li Jingjing,Cheng Defu and Zhao Ta. Research of Inductive Magnetic Field Around Large Ferromagnetic Cavities[J]. Science Technology and Engineering, 2015, 15(6): 195-199
Authors:Li Jingjing  Cheng Defu  Zhao Ta
Affiliation:Key laboratory for Geo-Exploration Instrumentation of Ministry of Education,Jilin University,Key laboratory for Geo-Exploration Instrumentation of Ministry of Education,Jilin University
Abstract:Measurements of the geomagnetic field on the ferromagnetic cavity underwater must eliminate the effects of magnetic interference,magnetic field sensor is a major component of the magnetic interference,It changes with the cavity orientation.This paper analyzes the finite element method based on cavity magnetic field,establishment of a two-dimensional, three-dimensional mathematical model, use the integral method to add Neumann boundary condition,get cavity induced magnetic field equation.Compared analytical solutions with numerical solutions of a two-dimensional model,verify the correctness of two-dimensional and three-dimensional magnetic induction equation,when the cavity position, attitude change get cavityinduced magnetic field distribution by using numerical methods.
Keywords:Ferromagnetic Cavity Underwater    Finite element Integration method   Neumann boundary Condition  Inductive Magnetic Field
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