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Accurate Simulation of Shielding Effectiveness of Metallic Cabins Using an Improved Calderón Preconditioner-Based Time-Domain Integral Equation Method

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An efficient simulation of shielding effectiveness of some metallic cabins or enclosures is performed using an improved Calderón preconditioner-based time-domain integral equation method. During its implementation, Rao–Wilton–Glisson and Buffa–Christiansen functions… Click to show full abstract

An efficient simulation of shielding effectiveness of some metallic cabins or enclosures is performed using an improved Calderón preconditioner-based time-domain integral equation method. During its implementation, Rao–Wilton–Glisson and Buffa–Christiansen functions are used as the spatial basis functions for solving the Calderón preconditioned time-domain electric field integral equation, which generate a set of well-conditioned system matrices irrespective of the mesh density. Moreover, a set of approximate prolate spheroidal wave functions is chosen as the temporal basis functions; therefore, both late-time stability and accuracy are improved significantly for simulating electromagnetic pulse responses in some typical cabins. Numerical results are validated in comparison with those obtained by some commercial software. These results are useful for further evaluating electromagnetic environment effects in some complex systems.

Keywords: time; time domain; calder; integral equation; simulation shielding

Journal Title: IEEE Transactions on Electromagnetic Compatibility
Year Published: 2019

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