Improved 3D full-wave multilevel Green's function interpolation method
Y. Shi, Chi Hou Chan
Abstract
Y. Shi, Chi Hou Chan
Abstract
A subset of infinitely smooth radial basis functions (RBFs), Bessel (BSL) RBF is proposed to improve the computational efficiency of the multilevel Green's function interpolation method for the solution of 3D complex full-wave electromagnetic problems. Numerical results reveal that the interpolation accuracy and efficiency, and computer memory storage requirement are greatly enhanced using the proposed BSL RBF when compared to previously used RBFs.
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A subset of infinitely smooth radial basis functions (RBFs), Bessel (BSL) RBF is proposed to improve the computational efficiency of the multilevel Green's function interpolation method for the solution of 3D complex full-wave electromagnetic problems. Numerical results reveal that the interpolation accuracy and efficiency, and computer memory storage requirement are greatly enhanced using the proposed BSL RBF when compared to previously used RBFs.
Key concepts: Radial basis function, Interpolation (computer graphics), Bessel function, Function (biology), Algorithm, Basis function, Function approximation, Computer science