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雷达能够探测、遥感有限深度海域的海面及附近目标,针对这一需求,采用改进的文氏海谱和Monte
Carlo 方法模拟有限深度海域海面,选取Debye 模型计算海水介电常数,运用时域有限差分法研究了有限深度海域海面
电磁散射,仿真了散射系数的角分布曲线。仿真结果表明:散射系数随散射角振荡变化,在镜反射方向处产生散射增强
效应;海水深度虽然对散射系数影响较小,但是仍有规律可循,海水深度越大,散射系数越小;海面风速、入射角、风区范
围对散射系数影响较大,风速越大,散射系数越小;入射角越大,散射系数越小;风区范围越大,散射系数越小。 相似文献
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采用改进的一维分形模型模拟实际的粗糙海面,运用矩量法研究了锥形波入射一维改进的分形海面电磁散射特性。通过数值计算得到了散射系数随散射角的变化曲线,讨论了海面风速、分维数、入射波频率对散射系数的影响,得到了一维改进的分形海面散射系数与粗糙面参数、入射波频率之间的依赖关系。结果表明海面风速、入射波频率对散射系数的影响较大,而分维数对散射系数的影响较小。 相似文献
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为了满足置于粗糙面之上组合目标雷达回波特性的数据采集、特征提取的需要,采用Topp模型和电介质复介电常数计算公式模拟土壤介电常数的实部和虚部,应用带限Weierstrass-Mandelbrot分形函数模拟土壤表面,运用时域有限差分方法研究了带限Weierstrass-Mandelbrot分形土壤表面与置于其上组合目标的复合散射,并仿真了复合散射系数的角分布曲线。仿真结果表明,复合散射系数随散射角振荡地变化,在镜反射方向处产生散射增强效应;土壤表面高度起伏均方根越大,复合散射系数越大;分维越大,复合散射系数越大;湿度对复合散射系数影响虽小,但有固定的规律可循;组合目标尺度、介电常数、入射角对复合散射系数影响没有固定的规律可循;标度区间、空间基频对复合散射系数基本上没有影响。 相似文献
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运用改进型菲涅尔方程和基尔霍夫近似方法分别研究室内不同粗糙面的太赫兹波反射和散射.根据改进型菲涅尔反射理论,得到了在水平和垂直两种极化状态下,不同入射角、不同粗糙面及不同频率的反射系数,分析了以上参数变化对反射系数的影响和物理意义.同时,基于基尔霍夫近似理论,得到了在水平和垂直两种极化状态下,不同入射角和方位角、不同散射角、不同粗糙面的散射系数,获得了散射系数随以上参数变化而产生的数值结果,并分析了仿真结果的物理意义. 相似文献
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为了满足土壤表面上方雷达目标检测、识别和分类等的需要,采用空间域合成法生成高度起伏遵守Alpha-stable分布的土壤表面,选用Topp模型模拟土壤的介电常数,运用矩量法研究了锥形波入射条件下土壤与其上方运动的三角形截面柱的复合电磁散射问题,通过数值计算得到了复合散射系数随散射角的变化曲线,分析了等边三角形和不规则三角形截面柱在土壤表面上方横向平移、纵向平移、转动以及电磁波入射角对复合散射系数的影响。数值计算结果表明:复合散射系数随散射角振荡地变化,等边三角形截面柱的纵向平移和转动对复合散射系数有较大的影响,而横向平移对复合散射系数的影响很小;不规则三角形截面柱的横向平移和纵向平移对复合散射系数产生的影响很小,转动对复合散射系数的影响较大。有关结果可为民用、军用领域工程问题提供理论依据和实践方法。 相似文献
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为了满足置于粗糙面之上组合目标测量和检测的需要,该文分别采用Dobson半经验模型和电介质复介电常数公式表示土壤介电常数的实部和虚部,应用指数型分布粗糙面和Monte Carlo方法模拟实际的土壤表面。通过与矩量法得到的计算结果比较,验证了时域有限差分(FDTD)方法计算粗糙面与目标复合散射问题的有效性,进而运用该方法研究了土壤表面与置于其上组合目标的复合散射,得出了复合散射系数的角分布曲线。结果表明:复合散射系数随散射角振荡地变化,在镜反射方向处发生散射增强效应;土壤表面高度起伏均方根越大,复合散射系数越大;相关长度越大,复合散射系数越小;湿度越大,复合散射系数越小;组合目标尺度、介电常数、入射角对复合散射系数影响比较复杂。该文结果可用于求解地、海粗糙面与置于其上任意目标的复合电磁散射问题,与其它数值计算方法相比较,采用时域有限差分方法既可获得较高的准确性,同时又可减少计算时间和内存占用量。 相似文献
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为了满足草原及其附近目标雷达探测和遥感的需要,选用高斯型分布表示草和土壤表面的高度起伏情况,选取Topp 模型表示土壤层介电常数,采用双弥散模型表示草的介电常数,运用矩量法研究了草原环境地表的电磁散射特性,得到了散射系数的角分布曲线,讨论了入射角、入射波频率、草含水量、土壤湿度、土壤层和草层表面相关长度及均方根高度、草层厚度对散射系数的影响。结果表明,散射系数随散射角振荡地变化,在镜反射方向处有明显的散射增强效应;入射角和入射波频率对散射系数的影响较大,草含水量、土壤层和草层表面起伏相关长度和均方根高度对散射系数影响较小且较为复杂,土壤湿度、草层厚度对散射系数几乎没有影响。 相似文献
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该文运用微扰法研究了平面波入射分层介质粗糙面的电磁波透射问题,推导出不同极化状态的透射波散射系数公式。采用二维fBm分形粗糙面来模拟实际的分层介质粗糙面,结合其功率谱导出了平面波入射时的透射系数计算公式。通过数值计算得到了HH极化状态下二维fBm分形分层介质粗糙面透射系数随透射波的散射角变化的曲线,分形特征、基本特征、随频率变化的特征。结果表明分维、底层介质介电常数、中间介质介电常数和厚度、粗糙面参数及入射波频率对透射系数的影响是非常复杂的。 相似文献
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根据粗糙面基尔霍夫小斜率近似研究了脉冲波入射时实际海谱分布的一维分形海面的电磁散射。分析了毫米波入射时不同分维、入射角和入射中心频率下双频散射截面的散射角分布。结果表明分形海面的双频散射截面在镜反射方向有最大的相关带宽,随着海面分维的减小、入射中心频率和入射角的增加,该相关带宽是增大的。对于入射功率为δ函数时的散射波功率是一个具有一定脉冲展宽的散射脉冲,且脉冲展宽与相关带宽成反比关系。 相似文献
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This work deals with the problem of electromagnetic scattering from a sea fractal surface. The final goal is to demonstrate that the sea scattered signal retains some fractal characteristic of the two-dimensional (2D) sea fractal surface. To get this final result, the work was organized in four different steps: (1) defining a 2D fractal surface of the sea; (2) computing the electromagnetic (EM) scattered signal; (3) fractally analyzing the EM sea scattered signal; (4) numerically validating the theoretical results. This paper deals with the first two steps of the work, the other ones are reported in a second paper. Some new insights in the field of electromagnetic scattering from fractal surfaces come out from this paper. In detail, for the class of the 2D dynamic Weierstrass-based surfaces with a generic statistical distribution of the amplitude, we provide: (1) a closed-form expression of the scattering coefficient; and (2) the Kirchhoff approximation conditions on the basis of the general criterion of Soto-Crespo and Nieto-Vesperina. These are the main results of this part, and they are very important for the following applications and uses: (1) making a theoretical fractal analysis of the signal, as reported in the second part of this work; (2) defining a numerical algorithm for clutter generation in radar systems; (3) performing a preliminary statistical analysis of the data 相似文献
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分形粗糙面上方目标电磁散射特性的研究 总被引:6,自引:1,他引:5
利用分形函数来模拟海地粗糙表面,在考虑到粗糙面的粗糙度,入射波极化方式以及粗糙面的动态和静态等因素对电磁散射特性影响的情况下,运用克希霍夫近拟条件,对粗糙面上方平板目标电磁散射的物理机制进行了分析和研究。理论分析和数值结果表明,本文所述方法物理图象清晰,是一种有效分析实际粗糙面与目标相互作用的方法。 相似文献
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考虑海谱分布的动态分形海面的电磁散射 总被引:11,自引:4,他引:7
本文采用考虑了Pierson-Moskowitz谱的归一化带限Weierstrass分形函数来模拟动态分形海面.利用基尔霍夫近似研究了该粗糙面的电磁散射,讨论了后向散射截面随入射角的变化,给出了后向散射截面时间序列的分维与分形海面分维间的关系.计算了散射场幅值,结果表明该分形海面散射场幅值分布服从K-分布. 相似文献
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Scattering from natural soils modeled by dielectric fractal profiles: the forward-backward approach 总被引:2,自引:0,他引:2
The forward-backward (FB) method is an efficient technique for numerical evaluation of electromagnetic scattering from rough surfaces. In its usual formulation, this technique can be only applied to perfectly or highly conducting surfaces. In addition, up to now FB has been employed to compute scattering from surfaces modeled by Gaussian stochastic processes with Gaussian or Pierson-Moscowitz spectra. Accordingly, this technique can be fruitfully used for numerical simulations of scattering from sea surfaces. However, in order to properly deal with natural soil surfaces, extension to the dielectric interface case and to fractal surface models is needed. Extension of the FB method to the dielectric interface case has been recently presented, whereas application to fractal surface models is presented here. Original contribution of the present paper is twofold. First of all, the FB method for dielectric profiles is framed within the theory of iterative methods for the solution of linear systems. In addition, application of the FB method to dielectric band-limited fractional Brownian motion fractal one-dimensional surfaces is explored. Numerical experiments show that, for most of realistic values of dielectric constant and fractal parameters actually encountered for natural soil profiles, the FB method is very rapidly convergent, and its results are in perfect agreement with "exact" ones (i.e. with results of method of moments solved via a direct method). 相似文献
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Nassar E.M. Johnson J.T. Lee R. 《Geoscience and Remote Sensing, IEEE Transactions on》2000,38(3):1309-1319
A numerical model for scattering from sea ice based on the finite difference time domain (FDTD) technique is presented. The sea ice medium is modeled as consisting of randomly located spherical brine scatterers with a specified fractional volume, and the medium is modeled both with and without a randomly rough boundary to study the relative effects of volume and surface scattering. A Monte Carlo simulation is used to obtain numerical results for incoherent υυ backscattered normalized radar cross sections (RCSs) in the frequency range from 3 to 9 GHz and for incidence angles from 10° to 50° from normal incidence. The computational intensity of the study necessitates an effective permittivity approach to modeling brine pocket effects and a nonuniform grid for small scale surface roughness. However, comparisons with analytical models show that these approximations should introduce errors no larger than approximately 3 dB. Incoherent υυ cross sections backscattered from sea ice models with a smooth surface show only a small dependence on incidence angle, while results for sea ice models with slightly rough surfaces are found to be dominated by surface scattering at incidence angles less than 30° and by scattering from brine pockets at angles greater than 30°. As the surface roughness increases, surface scattering tends to dominate at all incidence angles. Initial comparisons with measurements taken with artificially grown sea ice are made, and even the simplified sea ice model used in the FDTD simulation is found to provide reasonable agreement with measured data trends. The numerical model developed ran be useful in interpreting measurements when parameters such as surface roughness and scatterer distributions lie outside ranges where analytical models are valid 相似文献