Electromagnetic waves · 2007 · 22 citations · 8 references
EngineeringComputer ScienceElectrical EngineeringAntennasComputational ElectromagneticsMicrowave EngineeringDigital Signal ProcessingRadar AntennasRadar Signal ProcessingRadar SystemsScattering AnalysisChebyshev Polynomial RepresentationChebyshev PolynomialsHigh-order Numerical IntegrationScattering Matrix Analysis
In this paper, a fast method is proposed to calculate wideband frequency responses of complex radar targets on a personal computer. When frequencies are low, the frequency factor can be separated from space parameters by Chebyshev polynomial approximations of Green's function. Then, matrices from MoM at different frequencies can be rapidly filled, and monostatic RCS can be soon calculated. If frequencies are relatively high, a fast high-order MoM (HO-MoM), in which matrices products are in place of multidimension numerical integrations, is presented. That will reduce the CPU time requirement. Lastly, Numerical results are given for various structures and compared with other available data.
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The Fast Multipole Method: Numerical Implementation
Eric Darve · Journal of Computational Physics · 2000 · 371 citations · Full text
Computing, Computer Science, Physics +11