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An efficient hybrid method for analysis of slot arrays enclosed by a large radome

机译:一种有效的混合方法,用于分析大型天线罩封闭的缝隙阵列

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A hybrid method that combines the integral equation (IE) method and Physical Optics (PO) is proposed for efficient analysis of slot arrays enclosed in an electrically large radome. The integral equations are applied over the aperture of the slot antenna and the tip region of the radome by enforcing continuity of the tangential magnetic or electric field. Equivalent PO currents are assumed on the relatively smooth region of the radome walls, induced by the radiated fields from the antenna. The radiated fields due to the PO currents on the radome are coupled back to the integral equations to account for interactions between the radome and the antenna, as well as the interactions between the tip and other parts of the radome. This method leads to considerable reduction in memory and computational time, since PO is applied to a large part of the electrically large radome, with unknown currents defined only on the aperture of the slot antenna and the small tip region of the radome. Better efficiency can be attained if the integral equation is applied only to the slot aperture and the entire radome wall taken as the PO region, with acceptable degradation in accuracy.
机译:提出了一种将积分方程(IE)方法和物理光学(PO)结合在一起的混合方法,用于有效分析大天线罩中封闭的缝隙阵列。通过加强切向磁场或电场的连续性,将积分方程应用于缝隙天线的孔径和天线罩的尖端区域。假定在天线罩壁的相对平滑区域上存在等效的PO电流,这是由天线的辐射场引起的。天线罩上的PO电流引起的辐射场耦合回积分方程,以说明天线罩与天线之间的相互作用以及天线罩尖端与其他部分之间的相互作用。该方法导致内存和计算时间的显着减少,因为PO应用于电大天线罩的很大一部分,未知电流仅在缝隙天线的孔径和天线罩的小尖端区域上定义。如果将积分方程仅应用于缝隙孔径和整个天线罩壁作为PO区域,则可以获得更好的效率,而精度会下降。

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