雷达散射截面

基于有理Bézier曲面任意光滑凸体的雷达散射截面

The RCS of the Smooth Convex Object Based on the Rational B é zier Surface

应用时域有限差分方法（FDTD）分析涂敷了吸收材料的一种突防弹头的雷达散射截面（RCS）。

Using FDTD method , the RCS of a missile head coated with absorbing material is analyzed .

超声速X形鸭翼-弹身组合体涡迹发展涂层弹身雷达散射截面的计算

Vortex development on cruciform canard configurations at supersonic speeds RCS computation of the coated missile body

外形隐身技术通过修改目标形状，可以在一定角域范围内显著减小雷达散射截面（RadarCrossSection，RCS）。

Radar Cross Section can be reduced evidently by stealth technology which targets shaped in some angle domain .

涂敷薄RAM的平板和立方体的雷达散射截面

The RCS of plate and cube coated with thin RAM

采用SBR法研究飞机进气道的雷达散射截面

Research on RCS of airplane duct based on SBR method

采用弹跳射线法（SBR）对发动机进气道的雷达散射截面（RCS）进行了分析计算。

RCS of engine duct is calculated and analyzed using SBR method .

目标雷达散射截面（RCS）的高频预估方法

On the high frequency pre-evaluation method of radar cross section of targets

减小军事目标的雷达散射截面（RadarCrossSection，RCS）是隐身技术当中最重要的手段之一。

Reducing the radar cross section ( RCS ) of military targets is one of the most important measures in Stealth Technology .

基于GPU的光线跟踪算法在雷达散射截面快速估算中的应用。

The application of ray tracing on GPU in rapid RCS Prediction .

雷达散射截面并行计算中的MPI实现技术研究

On MPI Implementation of Radar Cross Section Parallel Computation

本文利用物理光学和物理绕射理论计算飞机翼面的雷达散射截面（RCS）。

Physical optics and physical theory of diffraction is used to calculate radar cross-section of airfoils .

翼面结构雷达散射截面（RCS）的测量与分析

The analysis and measurements of radar cross section ( rcs ) of some wing structure models

随着计算机进一步发展，科学计算可视化越来越受到重视；而适用于低频区RCS（雷达散射截面）计算的传统方法MOM（矩量法），也越来越显示其价值；

With the development of visualization in scientific computing , traditional MOM for low frequency RCS has been re evaluated .

采用渐近波形估计技术（AWE）和预处理技术求解导体目标的宽带雷达散射截面（RCS）。

The RCS of the two-dimensional PEC cylinder can be calculated by using AWE technique .

本文给出一种分形微带天线在天线雷达散射截面（RCS）减缩中应用的示例。

A fractal microstrip patch antenna is illustrated for antenna Radar Cross Section ( RCS ) reduction .

GRECO方法是快速计算飞航导弹雷达散射截面（RCS）的有效手段。

GRECO is a fast RCS prediction method of aerodynamic missile .

对此类结构的雷达散射截面（RCS）进行预估和减缩能够有效的提高飞行器的隐身能力。

Calculating and reducing radar cross scattering of this kind of structure can improve stealth capability of aircraft .

本文将分形应用于天线的雷达散射截面（RCS）减缩中。

Fractal is used in the radar cross section ( RCS ) reduction of antenna in this paper .

金属目标表面涂覆吸波材料可以有效地抑制雷达散射截面（RCS）。

Radar Cross Section ( RCS ) is efficiently controlled by coating material ( RAM ) for metal objects .

目标的雷达散射截面（RCS）与照射频率和照射角有关。

The radar cross section ( RCS ) of a target is dependent on frequency as well as observation angle .

本文的主要工作是围绕着宽频带多角度的雷达散射截面（RCS）快速矩量法分析加以展开。

The main work of this paper aims at the fast MoM analysis of broad frequency-band and wide observation-angle RCS .

为验证本方法的准确性，对圆盘雷达散射截面（RCS）的计算结果与精确解进行了比较，结果吻合很好。

Comparison between RCS by this method and that by analytical solution for a disc shows the effectiveness of this approach .

电大尺寸模型雷达散射截面（RSC）算法研究

Studies on the Algorithm of Radar Cross-Section of a Large-Size Model

针对静止轨道目标监视的需求，分析了静止轨道目标的雷达散射截面（RCS）特性。

With a view to the requirement of geostationary orbital objects surveillance , the RCS characteristic of geostationary orbital targets is analyzed .

基于NURBS曲面的雷达散射截面物理光学算法研究有限差分法在舰船雷达散射截面计算中的应用

A Physical Optics Solution for RCS of NURBS Surface Research on the application of FDTD method to RCS analysis of naval vessels

空间运动目标雷达散射截面（RCS）序列为非平稳时间序列，常用时间序列分析方法很难对其进行分析和特征提取。

RCS of space object is nonstationary time series , it is difficult to do feature extracting using common time series analysis methods .

雷达散射截面（RCS）已成为飞行器设计的一个重要战技指标。

As the flight performance , radar cross section ( RCS ) has become an important tactical and technical target in aircraft designs .

在现代军事领域中，雷达散射截面（RCS）的分析越来越被人们所关注。

Nowadays , more and more attention is paid to the analysis of radar cross section ( RCS ) in modern military fields .

验证了算法，并计算了各种单轴和双轴各向异性材料的雷达散射截面RCS，讨论了各向异性材料的散射特性。

Some results validate feasibility of this algorithm , radar cross section ( RCS ) are presented to discuss scattering of1 anisotropic scatters .