An Efficient 3-D Time-Domain Method for High Power Microwave Propagation Problems


In this paper, the spectral-part time-domain (SETD) technique based mostly on Gauss-Lobatto-Legendre (GLL) polynomials is applied to the solution of Maxwell's Equations coupled to fluid model in three-D microwave gas breakdown simulation of high-power microwave (HPM) propagation problems. The Galekin's method is employed for the space discretization and therefore the central distinction scheme is used for time stepping. Numerical examples, compared with reported results demonstrate the power and effectiveness of the SETD methodology for the analysis of microwave gas breakdown phenomena.

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