中国物理B ›› 2004, Vol. 13 ›› Issue (11): 1951-1956.doi: 10.1088/1009-1963/13/11/034
李琛, 古英, 戴冰, 龚旗煌
Li Chen (李琛), Gu Ying (古英), Dai Bing (戴冰), Gong Qi-Huang (龚旗煌)
摘要: In the resonant composites, the formerly developed Green's function formalism (GFF) can be used to compute the local field distribution near resonance. In this paper, we extend the GFF in the infinite network to the semi-infinite networks by the method of image. Using the formalism, we investigate the local field distribution near resonance for the impurity clusters with admittance ε_0 embedded in one semi-infinite network with ε_1. With varying the admittance ε_2 of another semi-infinite network, we find that the local fields in the boundary experience great changes, especially at ε_2=-ε_1. The existence of the boundary enhances the localization of the fields within and around the metallic clusters. Therefore, the intensity of local field is influenced by the arrangement of impurity metallic bonds and its distance from the boundary.
中图分类号: (Function theory, analysis)