Journal of Applied Sciences ›› 2004, Vol. 22 ›› Issue (2): 258-260.
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SUN Lian-you, TANG Jin-long, HONGWei
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Abstract: This paper analyzes the convergence of decomposition projective method(DPM) and fast decomposition projective method(FDPM), both of which aim at solving the electromagnetic problems on multi-branch domains. This paper also proves that the convergence rate of FDPM is fast than that of DPM. FDPM's application shows that its convergence rate is very quick. The iterative number of FPDM equals to about one third of the former method.
Key words: multi-branch domain, decomposition projective method, projective operator
CLC Number:
TP310.6
TB115
SUN Lian-you, TANG Jin-long, HONGWei. A Convergent Analysis of the Fast Decomposition Projective Method for Solving the Electromagnetic Problems on Multi-branch Domains and Its Application[J]. Journal of Applied Sciences, 2004, 22(2): 258-260.
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https://www.jas.shu.edu.cn/EN/Y2004/V22/I2/258
