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Shooting and bouncing rays: calculating the RCS of an arbitrarily shaped cavity

机译:发射和反射光线:计算任意形状腔的RCS

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A ray-shooting approach is presented for calculating the interior radar cross section (RCS) from a partially open cavity. In the problem considered, a dense grid of rays is launched into the cavity through the opening. The rays bounce from the cavity walls based on the laws of geometrical optics and eventually exit the cavity via the aperture. The ray-bouncing method is based on tracking a large number of rays launched into the cavity through the opening and determining the geometrical optics field associated with each ray by taking into consideration: (1) the geometrical divergence factor, (2) polarization, and (3) material loading of the cavity walls. A physical optics scheme is then applied to compute the backscattered field from the exit rays. This method is so simple in concept that there is virtually no restriction on the shape or material loading of the cavity. Numerical results obtained by this method are compared with those for the modal analysis for a circular cylinder terminated by a PEC plate. RCS results for an S-bend circular cylinder generated on the Cray X-MP supercomputer show significant RCS reduction. Some of the limitations and possible extensions of this technique are discussed.
机译:提出了一种射线照相方法,用于从部分开放的腔中计算内部雷达横截面(RCS)。在所考虑的问题中,密集的光线网格通过开口射入空腔。射线根据几何光学定律从型腔壁反弹,并最终通过孔口离开型腔。射线反射方法的基础是跟踪通过开口射入空腔的大量射线并通过考虑以下因素确定与各射线相关的几何光学场:(1)几何发散因子,(2)偏振和(3)型腔壁的材料加载。然后将物理光学方案应用于从出射光线计算反向散射场。该方法在概念上是如此简单,以至于实际上对空腔的形状或材料负载没有限制。将通过此方法获得的数值结果与用于以PEC板终止的圆柱体进行模态分析的数值结果进行比较。在Cray X-MP超级计算机上生成的S形弯曲圆柱体的RCS结果显示出显着的RCS降低。讨论了该技术的一些局限性和可能的​​扩展。

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