RWG

Single integral equation formulation is employed along with the RWG triangular basis functions .

理论公式基于单积分方程矩量法，采用RWG矢量三角基函数。

Analyze The Direction Characteristic of Patches Arrays Considering The Mutual Coupling Based on RWG

基于RWG分析考虑互耦的贴片天线阵列的方向性

Accurate and Efficient Calculation of Singular Integrals in Galerkin Method with RWG Basis Functions

基于RWG基函数的伽略金法中奇异性积分的精确快速计算

The triangle vector basis function ( RWG ) is employed to simulate the current distribution .

采用三角矢量面元（RWG）基函数，模拟电流分布。

The unknown current at line , surface and volume is uniformly represented by RWG basic function .

其中统一采用RWG基函数对线、面、体导体上的电流进行展开；

The present methods can attain less unknowns , less computer memory requirement compared with plane RWG moment of method .

该法与平面RWG基函数方法相比，所需未知量更少，所需存储更少，同时保持了计算结果高精度节省了大量内存。

The RWG ( Rao-Wilton-Glisson ) vector basis functions are usually applied as basis functions and testing functions .

伽略金法的基函数和检验函数广泛采用RWG（raowiltonglisson）矢量基函数。

In the process of calculating the coupling of wire antennas , based on RWG Basis Moment of Method shows its accuracy .

在计算线天线间耦合度的过程中，基于RWG基的矩量法展现了它的精确性。

This method can be adapted to microstrip arrays with arbitrarily shaped elements by choosing RWG basis functions .

通过选取RWG基函数，使该法适用于任何单元形状的微带阵列。

The MR basis function based on the RWG basis function defined on the planar triangle and its Galerkin Method are successfully realized .

实现了基于平面三角形上的RWG基函数的多分辨基函数与伽略金匹配法。

On the basis of RWG , the electromagnetic scattering characteristics of homogeneous dielectric targets is calculated using MOM and accurate results are obtained .

利用RWG基函数对该问题进行了矩量法求解，得到了精确的计算结果。本文的最后，基于体积分方程，研究了非均匀介质目标的电磁散射。

The present paper applies fast multipole method and multilevel fast multipole algorithm based on the curve RWG moment of method to solve scattering from complex target .

本文采用基于曲面RWG基函数结合快速多极子方法及多层快速多极子方法计算电大尺寸目标的电磁散射。

The solution of electric field integral equation ( EFIE ) using the Rao-Wilton-Glisson ( RWG ) basis function and the Galerkin method is introduced in detail .

然后选取Rao-Wilton-Glisson（RWG）基函数，采用伽略金法对电场积分方程（EFIE）的求解进行了详细的介绍。

With the aim of achieving high coupling power of RWG SLDs into SMFs , the structure dependences of the output power and the near field pattern are investigated .

为了提高脊波导结构的超辐射二极管（SLD）与单模光纤的耦合功率，研究了有源区与脊之间的残留层和上光限制层的厚度对SLD输出功率和近场光斑的影响。

With the discrete complex images method ( DCIM ) and RWG basis functions , we can give a full-wave analysis of equivalence problems in the spatial domain without the Sommerfeld integrals .

首先利用等效原理将原问题转化为不同区域的等效问题，然后采用RWG基函数结合离散复镜像法在空域对等效问题进行全波分析。

The result of this research can hopefully be employed in the teaching and translation of political texts . And it is expected to be helpful for foreign readers to understand RWG profoundly and accurately .

本文的研究结论可用于政治类语篇的教学与翻译工作中，且可以帮助读者更深人准确地理解政府工作报告。

It is found that optimization of the structure parameters of ridge waveguide ( RWG ) can decrease the threshold current of RWG laser diode . The way to get the device with sub micron ridge width is proposed .

通过优化脊形波导的结构参数可以降低脊形波导激光器的阈值电流，提出了实现亚微米脊宽，从而降低阈值电流的方法。

The self-aligned processing technology is adopted to make seperated absorbing ridge waveguide ( RWG ) light emitting diode , and a λ / 4 dielectric film is coated on the front surface to increase spontaneous emitting composition in the light output and fibre coupling efficiency .

采用自对准工艺制作的分段吸收式脊形波导结构发光二极管，在出光面蒸镀λ／4介质增速膜，以增大器件的自发辐射分量，增大器件耦合效率。光束发散角小。