共查询到17条相似文献,搜索用时 140 毫秒
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本文推出集总电阻加载圆柱天线在时域有限差分(FD-TD)法中的计算公式,对Mur二阶吸收边界条件在三维FD-TD法计算中的稳定性进行了研究,提出保证Mur二阶吸收边界条件稳定所必须注意的问题。在集总电阻加开圆柱形天线激励下,对色散媒质中三维目标的瞬态电磁散射特性进行了计算和分析,并将部分计算结果与实验测量的结果进行了比较,二者具有比较好的一致性。研究了色散媒质和目标特性艰目标回波信号的影响,并对有 相似文献
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本文首先利用三维FDTD法对集中电阻加载圆柱形偶极天线的近地面辐射特性进行了计算,给出了天线上电流波形并分析了加载电阻和有耗媒质参数等因素对电流波形的影响;分析并计算了天线“方向图”及其随天线高度和媒质参数变化的规律。其次,利用色散媒质中2.5维FDTD法迭代公式,模拟计算了地下目标雷达回波电平图,并与实际探测结果进行了对比,二者具有较好的一致性;分析了色散媒质参数对雷达探测深度的影响。 相似文献
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FD—TD法计算色散媒质中埋入异常体的电磁散射 总被引:5,自引:3,他引:2
本文论述了FD-TD法用于计算地下浅层目标的电磁散射问题。推出了Debye型色散媒质中FD-TD法的迭代公式和吸收边界条件。通过将FD-TD法计算的结果与其它结果相比较,证实了该方法计算有耗媒质中电磁场问题的有效性。对瞬态脉冲在色散媒质中的传播特性进行了讨论。分别计算了典型地下目标的散射波形和波形堆积图。 相似文献
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《中国无线电电子学文摘》1996,(3)
以4瞬态电,与生物体相互作用的研钊工保头竺夺 一、_一‘冲谈,十书佬,仃n川一卜之琴,卜一犷公川书泛)刀一文景刃:究了、。磁脉冲与细胞休的相互作用机,,并给出了初步结论。参8(许)044 96030746Mur吸收边界条件的校正/杨军,张玉胜,傅君眉(西安交通大学)jj微波学报一1 996,12(1)一30~34 分析了M盯吸收边界条件产生误差的原因,讨论了用散射中心法校正Mur吸收边界条件的问题,以二维情况下线源的辐射及方柱形导体的散射问题为例进行编程计算,且与未校正的同阶和高阶近似的Mur吸收边界条件作了比较,证明该方法是有效的,最后提出用坡印亭矢量的方… 相似文献
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Fang Guangyou Zhang Zhongzhi 《电子科学学刊(英文版)》1996,13(3):267-274
The time-domain ElectroMagnetic(EM) scattering by buried objects in dispersive media is calculated with FD-TD method. The FD-TD formula in Debye dispersive media (both the complex permeability and the complex permittivity are described by Debye equations) are deduced, and the absorbing boundary condition is given. The validity of FD-TD method in lossy media is verified through comparing the FD-TD's results and the other ones. The propagation of transient pulses in dispersive media is studied in detail. The scattering pulses and the wiggle traces for typical buried objects are given. 相似文献
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本文利用FD-TD法分析了埋了埋地目标对基带脉冲波的电磁散射问题。在推出有耗媒质中FD-TD法代公式和吸收边办条件的基础上,对基带脉冲波在有耗媒质中的传播特性和埋地目标的电磁散射特性分别进行了较为详细地讨论。给出了部分目标的回波堆积图,并对探地雷达的探测性能与媒质特性、目标特性的关系进行了分析。 相似文献
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瞬变电磁波在色散媒质中的传播与散射 总被引:2,自引:0,他引:2
色散媒质中瞬变电磁波的传播与散射等问题的计算分析是比较困难的,特别是在时域直接分析更加困难,本文采用时域的有限差分析来分析色散媒质中的瞬变场能直观可靠地反映其特性,为色散媒质中瞬变场的分析与研究和对目标识别,电磁兼容和隐形技术等领域的理论及应用研究提供了一种简便有效的数值计算方法。 相似文献
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Guo-Xin Fan Qing Huo Liu 《Antennas and Propagation, IEEE Transactions on》2000,48(5):637-646
A three-dimensional (3-D) finite difference time domain (FDTD) algorithm with perfectly matched layer (PML) absorbing boundary condition (ABC) is presented for general inhomogeneous, dispersive, conductive media. The modified time-domain Maxwell's equations for dispersive media are expressed in terms of coordinate-stretching variables. We extend the recursive convolution (RC) and piecewise linear recursive convolution (PLRC) approaches to arbitrary dispersive media in a more general form. The algorithm is tested for homogeneous and inhomogeneous media with three typical kinds of dispersive media, i.e., Lorentz medium, unmagnetized plasma, and Debye medium. Excellent agreement between the FDTD results and analytical solutions is obtained for all testing cases with both RC and PLRC approaches. We demonstrate the applications of the algorithm with several examples in subsurface radar detection of mine-like objects, cylinders, and spheres buried in a dispersive half-space and the mapping of a curved interface. Because of their generality, the algorithm and computer program can be used to model biological materials, artificial dielectrics, optical materials, and other dispersive media 相似文献
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This paper presents a newly developed high-order discontinuous Galerkin time-domain (DGTD) method for solving Maxwell's equations in linear dispersive media with UPML boundary treatment. A unified formulation is derived for linear dispersive media of Debye type and the artificial material in the UPML regions with the help of auxiliary differential equations. The DGTD employs finite-element-type meshes, and uses piecewise high-order polynomials for spatial discretization and Runge-Kutta method for time integrations. Arbitrary high-order accuracy can be obtained for scattering of various objects in dispersive media. After validating the numerical convergence of the DGTD method together with the second-order Yee's scheme, we apply this new method to the ground-penetrating radar for the detection of buried objects in a lossy half space. 相似文献