Interaction equations of multispheres illuminated by arbitrary incident Gaussian beam

Details Interaction equations of multispheres illuminated by arbitrary incident Gaussian beam Interaction equations of multispheres illuminated by arbitrary incident Gaussian beam

Dec 2004

adsabs.harvard.edu/cgi-bin/nph-data_query?bibcode=2004spie.5639..159l&link_type=abstract

Adaptive Optics and Applications III. Edited by Jiang, Wenhan; Suzuki, Yoshiji. Proceedings of the SPIE, Volume 5639, pp. 159-

Physics

Optics

1

Scientific paper

Based on the standard electromagnetic boundary condition of aggregate sphere"s theory in plane wave incident case induced by Xu, this paper studied the interactions theory between an arbitrary shaped beam and aggregate spheres. As we set the incident field expansion coefficients as unknown, so it seems easier to solve the scattered field expansion coefficients in the interaction equations. The most challenge task left now for arbitrary shaped beam incident case is to solve the incident field expansion coefficients. Thought out lots of equations derived, we get the same results as Gouesbet but in a totally different way.

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