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A model of plasma frequency probes utilizing plasma fluid equations and finite difference time domain (FDTD) theory.

机译:利用等离子流体方程和有限时域(FDTD)理论的等离子频率探针模型。

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As man continues to search the unknown, additional tools are needed to develop and analyze new probes. This thesis will present a full wave Finite Difference Time Domain model that is capable of analyzing radio frequency probes immersed in realistic ionospheric plasma. The five moment approximations, Maxwell's equations and the plasma fluid equations, are discretized using a finite difference time domain method. Balmain's and Adachi theories are used to validate the simulation at the gyro and hybrid resonance points. Finally, with the model developed, the simulation is used to analyze a microstrip patch plasma impedance probe immersed in hot collisional magnetized plasma.
机译:随着人类继续搜寻未知事物,需要其他工具来开发和分析新探针。本文将提出一个全波时域有限差分模型,该模型能够分析浸入现实电离层等离子体中的射频探头。麦克斯韦方程和等离子流体方程这五个矩近似是使用时域有限差分法离散化的。巴尔曼和阿达奇理论被用来验证陀螺和混合共振点的仿真。最后,随着模型的发展,仿真被用于分析浸入热碰撞磁化等离子体中的微带贴片等离子体阻抗探针。

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