SYT天然电磁波法在采空区探测中的应用

阐述了采用地球物理勘测方法--SYT天然电磁渡法确定采空区位置的做法,通过3种不同的处理方式,得出相应的地质图件,并对其进行分析研究,从而在地表对采空区的位置进行了确定.     

双环静电问题的分区分离变量解研究

本文研究了在球坐标系下用带电圆环面电荷密度表象、分区分离变量法解拉普拉斯方程及推广了的电磁边值关系，一般地求解任意取向轴线相交的带电双环静电问题，并由此给出了求解非对称静电问题的典型范例．     

Calculation of angular glint in near field utilizing graphical electromagnetic computing

The angular glint in the near field plays an important role on radar tracking errors. To predict it more efficiently for electrically large targets, a new method based on graphical electromagnetic computing （GRECO） is proposed. With the benefit of the graphic card, the GRECO prediction method is faster and more accurate than other methods. The proposed method at the first time considers the special case that the targets cannot be completely covered by radar beams, which makes the prediction of radar tracking errors more self-contained in practical circumstances. On the other hand, the process of the scattering center extraction is omitted, resulting in possible angular glint prediction in real time. Comparisons between the simulation results and the theoretical ones validate its correctness and value to academic research and engineering applications.     

交流线路对邻近并行直流线路的电磁干扰

简述了交流线路对邻近并行直流线路的电磁干扰的原理,总结了国内外的研究近况 计算了在交流线路正常运行和单相接地故障情况下,通过感性耦合和容性耦合,在直流线路上产生的感应电压和电流 提供了拟建的满城县、定兴县、固安县、天津市境内神保线、浑霸线、津南~津北线、津北~盘山线500kV交流线路对邻近并行直流线路电磁干扰的计算结果.     

相关性电磁分析攻击及最小样本量分析

对相关性电磁分析方法中的均值差法与Pearson系数法的中间过程进行了分析.由于中间点的选取与密钥相关的位数不同,因此Pearson系数法的分析效果优于均值差法.以AT89C52上实现的数据加密标准(DES)加密系统为对象进行2种相关性电磁分析攻击实验,结果证明了分析的正确性.利用统计学中假设检验的基本概念与原理推导了2种相关性分析方法所需的最小样本量计算公式,为密码实现提供一项安全性评估参数.     

高中新教材定积分概念教学中蕴涵的数学基本思想

从求曲边梯形的面积和变速直线运动的路程两个实际问题出发，抽象出定积分的概念这一教学过程。剖析了蕴涵其中的分解、化归、归纳、符号、代换等数学基本思想。     

课堂实验演示的运用与能力的培养

本文以“电磁感应”一堂课教学为例，通过设计，安排三个演示实验，探讨了“问题”与“实验演示”相结合的教学方法对培养学生创新思维能力的作用。     

关于两个非线性递推数列的通项

利用数学归纳法和特定系数法，通过证明某些整系数一元高次方程有且只有一个特殊的正实数解，得到两个非线性递推数列的通项公式，从而推广了1989年全国高中数学联赛第一试第五题的结果。     

稳恒电流的二级电场

研究了稳恒电流的二级电场问题，根据这一研究提出了为保持电流的稳定性，导体中电流除产生磁场外，还必须产生径向电场，为计算这一径径向电场，引入了位移电荷的假定，推导出了位移电荷密度的表达公式，求得了与电流平方成正比的电流电场的势。     

Electromagnetic tomography: dyadic Green'' s function method

This study aims at formulating a dyadic Green' s function method for directly solving the forward and inverse problems of the electromagnetic tomography (EMT) with parallel field sensor. First, an integral equation of the electromagnetic problem for the EMT sensor is presented in terms of an equivalent source, which takes the dyadic Green's function G (r, r') as its kernel. Next, starting from a single conducting cylinder filled with homogeneous medium, a convenient way of finding the electric dyadic Green's function of the first kind Gel( r, r) is described based on the method of Ga. Then, an eigenfunction expansion of the Gel( r, r) into vector wave functions M and N is obtained by means of a contour integration. Finally, an expression of the G( r, r' ), the dyadic Green' s function for the EMT sensor with cylindrically layered structure, is deduced from Gel(r, r) by adding reflected wave terms to it.