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Radar Cross Section Gradient Calculation Based on Adjoint Equation of Method of Moment

机译:基于矩量法伴随方程的雷达截面梯度计算

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A radar cross section gradient calculation method based on adjoint equation of method of moment (MoM) is proposed. The adjoint equation of method of moment as well as the variation of radar cross section is derived. Backscattering RCS of cylinder and missile model are firstly calculated and compared with measured data or FEKO MoM result to verify the reliability of the program adopted. Then, the cylinder and missile are parameterized and disturbed with domain element method. The gradient of design variables are computed with both adjoint method and finite-difference method. Numerical results of both methods are in good agreement proving that adjoint method has high reliability and precision. RCS gradient calculation based on adjoint equation has high efficiency, accuracy and can be applied in the calculation of complex geometry. It forms the basis of the gradient-based aerodynamic-stealth optimization platform.
机译:提出了一种基于矩量法(MoM)的伴随方程的雷达截面梯度计算方法。推导了矩量法的伴随方程以及雷达截面的变化。首先计算了圆柱和导弹模型的反向散射RCS,并将其与实测数据或FEKO MoM结果进行比较,以验证所采用程序的可靠性。然后,利用域元法对圆柱和导弹进行参数化和扰动。设计变量的梯度可以通过伴随法和有限差分法来计算。两种方法的数值结果吻合良好,证明了伴随法具有较高的可靠性和准确性。基于伴随方程的RCS梯度计算效率高,精度高,可用于复杂几何计算。它构成了基于梯度的气动隐身优化平台的基础。

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