Electromagnetic-scattering by bi-sphere groups and coherent-beam scattering by homogeneous spheres

LIU Linsheng1, KE Hengyu2, WU Zhensen3, BAI Lu3

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PDF(173 KB)
Front. Electr. Electron. Eng. ›› 2008, Vol. 3 ›› Issue (1) : 70-78. DOI: 10.1007/s11460-008-0019-1

Electromagnetic-scattering by bi-sphere groups and coherent-beam scattering by homogeneous spheres

  • LIU Linsheng1, KE Hengyu2, WU Zhensen3, BAI Lu3
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Abstract

By using Mie’s theory, the boundary conditions, and some advanced mathematical knowledge, the scattering problem of a plane-wave by bi-sphere groups and of cores-traversed coherent Gauss-beams by one sphere was addressed. In each, the coefficients of the scattering-field expressions were deduced. Finally, the result was predigested and transfigured so that the available form for programming was achieved. On deducing, the former adopted the undetermined coefficient method and the latter used the plane geometry method. Moreover, the complexity of the calculation was decreased here.

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LIU Linsheng, KE Hengyu, WU Zhensen, BAI Lu. Electromagnetic-scattering by bi-sphere groups and coherent-beam scattering by homogeneous spheres. Front. Electr. Electron. Eng., 2008, 3(1): 70‒78 https://doi.org/10.1007/s11460-008-0019-1

References

1. Bohren C F Huffman D R Absorption and Scattering ofLight by Small ParticlesNew YorkWiley 1983
2. Liang C Lo Y T Scattering by two spheresAntennas and Propagation Society International Symposium4469472
3. Lu S Xu P G Analytical Methods of ElectromagneticBoundary ProblemsHubeiWuhan University Press1992 (in Chinese)
4. Wu Z S Fu X Q Scattering of fundamental gaussianbeam from a multilayered sphereActa ElectronicaSinica23(9)3236 (in Chinese)
5. Mishchenko M I Mackowski D W Travis L D Scattering of light by bi-spheres with touching and separatedcomponents. Applied Optics 1995 3445894599
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