火星空间大尺度电流体系分布特征

在MHD模型基础上, 对火星空间环境的电流分布进行了模拟. 结果表明, 火星空间存在着弓激波电流、磁堆积区电流、电离层电流和磁尾电流. 弓激波电流在激波曲面上均由北向南自成体系, 电流密度在弓激波顶区域较大. 在向阳面磁堆积区边界电流与电离层电流彼此耦合形成完整的回路, 在背阳面磁堆积区边界电流与磁尾中心电流片耦合形成完整的回路.      

磁暴期间的地磁导航精度分析

地磁导航是无源自主导航技术研究的新方向. 分析了地磁导航的基本原理, 描述了典型磁暴过程, 并针对地磁导航在磁暴环境中的适用性进行了研究. 在采用曲面样条方法对实测地磁场数据建立观测模型的基础上, 结合广义卡尔曼滤波方法讨论了磁暴不同阶段对地磁导航精度造成的影响. 分别采用理论典型磁暴数据以及实测磁暴数据进行仿真, 仿真结果表明, 在磁暴的初相、恢复相的中后时段以及中等强度以下的磁暴全过程仍然可以采用地磁来进行导航定位, 导航精度在200 m以内, 满足飞行器中程制导的精度要求.      

On the possibility to check the magnetosphere’s model by CR: The strong geomagnetic storm in November 2003

We report on a study of cosmic ray cutoff rigidity variations during the strong geomagnetic storm of 18–24 November 2003. We employed the most recent Tsyganenko magnetospheric model to represent the very strong disturbed Magnetosphere. We used this magnetic field for the cosmic ray trajectory calculations to determine the geomagnetic cutoff rigidity throughout this period of severe geomagnetic disturbance. We determine the cutoff rigidity changes during this period by two methods, by trajectory calculations and by the spectrographic global survey method. The values of the change of cutoff rigidities obtained by two different methods are correlated with the D_st and interplanetary magnetic field and plasma parameters and result in correlation coefficients in the range 0.63–0.84 for the various cosmic ray stations. The result of this study indicates that the most significant contributions to the cutoff rigidity changes are due to D_st variation although the influence of solar wind density and B_z and B_y components of IMF variations is significant.     

磁云边界层内朗缪尔波活动现象的初步研究

对35例磁云边界层内朗缪尔波活动现象进行了初步分析, 发现两类磁云边界层内特有的朗缪尔波活动现象. 一类是相对于邻近鞘区和磁云本体, 整个边界层内朗缪尔波活动增强; 另一类是短时间的朗缪尔波爆发现象, 同时伴随着宽频带的多普勒频移离子声波活动. 考察了其中一例朗缪尔波爆发事件对应的高分辨率电子分布函数数据, 发现速度约为7×103 km/s的电子束流形成尾峰分布不稳定性导致了朗缪尔波的爆发.      

空间等离子体压力各向异性对磁场重联的影响

基于二维时变可压缩磁流体动力学模拟,数值研究了等离子体压力各向异性对磁场重联的影响,发现一个小的压力各向异性(P_⊥=1.02P_//)即可大大加速磁场重联的发展,这可能是由于磁镜不稳定性与撕裂模不稳定性共同起作用.在P_⊥P_//的情况下,撕裂模受到抑制,电流片中不能形成大型磁岛.      

一种无需轴对准的磁罗盘正交度测试方法

给出了一种可自动化的测试双轴磁传感器正交角度的方法：正交磁场法,该方法操作简便,无需被测传感器的精密装夹;整个测量过程中没有装配操作,完全消除了由于装配的不一致性带来的误差。与常用的磁矢量投影法相比较,本方法可较快地测得双轴磁传感器的正交度,且达到较高的精度。     

卫星磁部件分布对梯度法消除剩磁的影响分析

在工程实施中双探头梯度法的误差系数只能达到0.5~0.3,意味着只能消除50%~70%的卫星剩磁干扰。文章研究双探头梯度法消除卫星本体剩磁的原理和工程上双探头梯度法的误差来源,并分析了卫星剩磁部件的分布对磁心的影响,以及磁心与双探头位置的关系在双探头梯度法中的关键作用。当磁心位置确定,并且双探头安装连线通过磁心,双探头梯度法的处理误差能够实现最小化。仿真试验表明,在优化剩磁部件分布和双探头部署位置的情况下,双探头梯度法的误差系数可以从0.4降低到0.03以下。     

Numerical simulation of equatorial plasma bubbles over Cachimbo: COPEX campaign

The problem of day-to-day variability in onset of equatorial spread F (ESF) is addressed using data from the 2002 COPEX observational campaign in Brazil and numerical modeling. The observational results show that for values of virtual height of the F layer base less than 355 km at around 18:35 LT, and for the prereversal peak enhancement of the vertical plasma drift (Vp) less than 30 m/s, the spread-F (ESF) was absent on four nights over Cachimbo (9.5°S, 54.8°W, dip latitude = −2.1°). In this work we analyze the geophysical conditions for the generation of the irregularities by comparing the nights with and without the ESF. In the comparison a numerical code is used to simulate plasma irregularity development in an extended altitude range from the bottom of the equatorial F   layer. The code uses the flux corrected transport method with Boris–Book’s flux limiter for the spatial integration and a predictor–corrector method for the direct time integration of the continuity equation for O⁺${\mathrm{O}}^{+}$ and the SOR (Successive-Over-Relaxation) method for electric potential equation. The code is tested with different evening eastward electric fields (or vertical drifts Vp < 30 m/s and Vp > 30 m/s) in order to study the influence of the prereversal enhancement in the zonal electric field on plasma bubble formation and development. The code also takes into account the zonal wind, the vertical electric field and the collision frequency of ions with neutrals and the amplitude of initial perturbation. The simulation shows a good agreement with the observational results of the ESF. The results of the code suggest that the instability can grow at the F layer bottomside by the Rayleigh–Taylor mechanism only when the Vp > 30 m/s. In the analyzed cases we have considered the competition of other geophysical parameters in the generation of plasma structures.     

磁场敏感度（EMS）自动测试系统

介绍一种磁场敏感度自动测试系统,该系统可检验电子仪器对磁场的敏感程度。可按国家标准GB6833.2～87和国家军用标准GJB151-86、GJB152-86进行测试,还可根据用户的需要产生更强的磁场。着重介绍该系统主要技术性能指标、工作原理、结构设计、软件设计和误差分析,并且与国外的测试系统进行了比较。