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A RCS Reduction Design of Object with Anisotropic Impedance Surface Using Genetic Algorithm

机译:基于遗传算法的各向异性阻抗面RCS约简设计。

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In this paper, a universal radar cross section (RCS) reduction design method for the object with anisotropic impedance surface is proposed. It is effective to reduce RCS of the target with anisotropic impedance surface, because the anisotropic material can not only absorb the incident radar wave, but also redistribute the scattering energy in the whole space, by controlling the principal axis of the anisotropic material. The whole procedure of the proposed method is composed of three parts: universal geometry modelling, high-frequency method and standard genetic algorithm. First, the universal geometry modelling based on triangular meshing can exactly describe the geometry features of the object. Then the high-frequency method Physical optics (PO) is adopted as the forward algorithm to calculate the RCS of the target in desired angle range. Finally, in the standard genetic algorithm, the surface impedances of the target and the direction of the principal axis are considered as the optimized parameters. A reduction example of a square plate which is first illustrated in the paper demonstrates that the method is effective for the RCS reduction. In the following, the study focuses on how to reduce the RCS of a figure-complicated target in desired angle range and the DF31 missile's is taken as the example. As a comparison, the optimization of RCS for the isotropic impedance object is also presented at the same time. The simulation results demonstrate that the RCS of the object with the anisotropic impedance surface can be reduced evidently. It is found that the RCS reduction of the target coated by anisotropic material is better than the object with isotropic material coating in our research.
机译:本文提出了一种具有各向异性阻抗面的物体的通用雷达截面(RCS)简化设计方法。由于各向异性材料不仅可以吸收入射的雷达波,而且可以通过控制各向异性材料的主轴线在整个空间内重新分配散射能量,因此有效地降低了具有各向异性阻抗面的目标的RCS是有效的。该方法的整个过程由三部分组成:通用几何建模,高频方法和标准遗传算法。首先,基于三角形网格划分的通用几何建模可以准确地描述对象的几何特征。然后采用高频光学法(PO)作为前向算法,计算目标角度范围内目标的RCS。最后,在标准遗传算法中,将目标的表面阻抗和主轴方向视为优化参数。本文首先举例说明了一个正方形板的简化示例,证明了该方法对于RCS的简化是有效的。在下文中,研究重点在于如何在所需的角度范围内降低复杂数字目标的RCS,并以DF31导弹为例。作为比较,还同时介绍了各向同性阻抗对象的RCS优化。仿真结果表明,具有各向异性阻抗表面的物体的RCS可以明显降低。发现在我们的研究中,各向异性材料涂层的靶材的RCS降低效果优于各向同性材料涂层的靶材。

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