Asymptotic expressions for the fields scattered by an isotropic impedance wedge at skew incidence are derived in the frame of the uniform geometrical theory of diffraction （UTD）. They are obtained by approximately s...Asymptotic expressions for the fields scattered by an isotropic impedance wedge at skew incidence are derived in the frame of the uniform geometrical theory of diffraction （UTD）. They are obtained by approximately solving the difference equations generated from impedance boundary con ditions （IBCs） in Maliuzhinets＇ approach. The method overcomes the discontinuity of the nonuniform evaluation given in the literature referred and can give out satisfactory numerical results.展开更多
A concise formulation of the uniform geometrical theory of diffraction (UTD) solution for the scattering by a wedge with isotropic impedance faces at a plane wave normally incident case is deduced in this paper, which...A concise formulation of the uniform geometrical theory of diffraction (UTD) solution for the scattering by a wedge with isotropic impedance faces at a plane wave normally incident case is deduced in this paper, which inherits the uniformity of the original result. It overcomes the complexity of the former, expresses clearly physical meanings, and is very prone to calculation with computer. The numerical results agree well with those given by published papers. Key words electromagnetic scattering - impedance wedge - diffraction - UTD CLC number TN 821 Foundation item: Supported by the National Natural Science Foundation of China (50099620)Biography: YUAN Fei(1979-), male, Ph. D candidate, research direction: electromagnetic scattering.展开更多
各向异性阻抗劈的绕射研究对雷达探测、电波传播和高频天线设计等方面有着重要的意义。当平面波照射在各向异性阻抗表面上时,可能激励起导波模形式的表面波,在表面波的传播过程中,若遇到几何参数或者物理参数不连续的目标(例如劈边)则...各向异性阻抗劈的绕射研究对雷达探测、电波传播和高频天线设计等方面有着重要的意义。当平面波照射在各向异性阻抗表面上时,可能激励起导波模形式的表面波,在表面波的传播过程中,若遇到几何参数或者物理参数不连续的目标(例如劈边)则会产生绕射场。考虑到斜入射情况下电场与磁场的耦合,在一致性几何绕射理论(uniform geometrical theory of diffraction,UTD)框架内应用摄动原理,以及Van der Waerden方法得到斜入射情况下各向异性阻抗劈散射场中表面波的绕射场贡献。展开更多
Formulas of diffraction field of lossy wedges with less than 180?wedge angle are derived on the basis of the Fresnel-Kirchhoff wave theory and their numerical results are compared with those of the heuristic lossy wed...Formulas of diffraction field of lossy wedges with less than 180?wedge angle are derived on the basis of the Fresnel-Kirchhoff wave theory and their numerical results are compared with those of the heuristic lossy wedge diffraction coefficient given by Luebbers (1984), showing good agreement between the two types of numerical results which have different bases in theory. The agreement shows that the lossy wedge diffraction coefficient as an extension of UTD is quite reasonable.展开更多
文摘Asymptotic expressions for the fields scattered by an isotropic impedance wedge at skew incidence are derived in the frame of the uniform geometrical theory of diffraction （UTD）. They are obtained by approximately solving the difference equations generated from impedance boundary con ditions （IBCs） in Maliuzhinets＇ approach. The method overcomes the discontinuity of the nonuniform evaluation given in the literature referred and can give out satisfactory numerical results.
文摘A concise formulation of the uniform geometrical theory of diffraction (UTD) solution for the scattering by a wedge with isotropic impedance faces at a plane wave normally incident case is deduced in this paper, which inherits the uniformity of the original result. It overcomes the complexity of the former, expresses clearly physical meanings, and is very prone to calculation with computer. The numerical results agree well with those given by published papers. Key words electromagnetic scattering - impedance wedge - diffraction - UTD CLC number TN 821 Foundation item: Supported by the National Natural Science Foundation of China (50099620)Biography: YUAN Fei(1979-), male, Ph. D candidate, research direction: electromagnetic scattering.
文摘各向异性阻抗劈的绕射研究对雷达探测、电波传播和高频天线设计等方面有着重要的意义。当平面波照射在各向异性阻抗表面上时,可能激励起导波模形式的表面波,在表面波的传播过程中,若遇到几何参数或者物理参数不连续的目标(例如劈边)则会产生绕射场。考虑到斜入射情况下电场与磁场的耦合,在一致性几何绕射理论(uniform geometrical theory of diffraction,UTD)框架内应用摄动原理,以及Van der Waerden方法得到斜入射情况下各向异性阻抗劈散射场中表面波的绕射场贡献。
文摘Formulas of diffraction field of lossy wedges with less than 180?wedge angle are derived on the basis of the Fresnel-Kirchhoff wave theory and their numerical results are compared with those of the heuristic lossy wedge diffraction coefficient given by Luebbers (1984), showing good agreement between the two types of numerical results which have different bases in theory. The agreement shows that the lossy wedge diffraction coefficient as an extension of UTD is quite reasonable.
