An integral theory that is associated with the scattered fields is considered for the solution of H‐polarized line source diffraction by a conductive half‐plane, which is surrounded by an anisotropic plasma. As the anisotropy does not affect an E‐polarized incident wave, only one polarization case is considered. The cold plasma medium is characterized by the dielectric tensor. The constant external magnetic field producing the anisotropy in a cold plasma is applied parallel to the edge of the half‐plane. The total, scattered, and diffracted waves are derived in terms of the Fresnel functions. Therefore, finite magnitude values at the transition boundaries are obtained. The wave behaviours are investigated numerically for different quantities of the medium.

中文翻译：

---

各向异性等离子体中导电半平面对磁力线源的衍射

考虑到与散射场有关的积分理论，可以解决H极化线源通过导电半平面（被各向异性等离子体包围）的解决方案。由于各向异性不会影响E极化入射波，因此仅考虑一种极化情况。冷等离子体介质的特征在于介电张量。平行于半平面的边缘施加恒定的外部磁场，该磁场在冷等离子体中产生各向异性。总，散射和衍射波是根据菲涅耳函数得出的。因此，获得过渡边界处的有限幅度值。对于不同数量的介质，对波浪行为进行了数值研究。