摘要

, We present a novel method to solve the magnetic field integral equation (MFIE) using the method of, moments (MOM) efficiently. This method employs a linear combination of the divergence-conforming Rao-Wilton-Glisson (RWG) function and the curl-conforming n x RWG function to test the MFIE in MoM. The discretization process and the relationship of this new testing function with the previously employed RWG and n x RWG testing functions are presented. Numerical results of radar cross section (RCS) data for objects with sharp edges and corners show that accuracy of the MFIE can be improved significantly through the use of the new testing functions. At the same time, only the commonly used RWG basis functions are needed for this method.

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