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Low-Frequency Fast Multipole Method Based on Multiple-Precision Arithmetic
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DOI：10.1109/LAWP.2014.2323211.png)
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We present a low-frequency fast multipole method for the solution of three-dimensional electromagnetic problems involving small objects and their dense discretizations with respect to wavelength. The diagonalization of the Green's function is stabilized using a multiple-precision arithmetic (MPA) for accurate and efficient computations of subwavelength interactions. MPA provides a direct remedy for the low-frequency breakdown of the standard diagonalization based on plane waves, and it enables straightforward implementations for low-frequency problems.
Keyword:
Diagonalization
fast multipole method
low-frequency breakdown
multiple-precision arithmetic
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4.8
论文数:
1.0W
被引数:
2.8W
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