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The interaction of an electromagnetic wave with a linear array of fractally fluted chiral cylinders is considered in the present study. The mathematical manipulation is based on the boundary-value technique combined with the translational addition theorem for cylindrical wave functions, and the first-order perturbed formulation for calculating the extinction as well as scattering cross sections of the linear array is obtained, in which the multiple scattering between N parallel fractally fluted chiral cylinders is taken into consideration. [ABSTRACT FROM AUTHOR]

The multiple-scattering characteristics of a linear array of parallel rotating dielectric cylinders with finite conductivities are studied, and the normally incident wave is assumed to be either a TM or a TE polarization wave with respect to the z axis. Numerical results are presented to show the first-order velocity effect on the scattering patterns in the far zone. [ABSTRACT FROM AUTHOR]