The behaviors of multiple resonances (or surface plasmon modes) produced by electrically small (the dimension
of the sphere is much smaller than the wavelength) metallic nanospheres and coated nanospheres (whose outer
radius is much smaller than the wavelength) are addressed in this paper. The plasmon resonances for electrically
small nanospheres happen when the real part of the relative plasmon permittivity is near Re[εr(ωn)] = -(n+1)/n,
where n = 1, 2, ... The peak values of the scattered field are shown versus the angle of incidence for different
n and electrical parameter q (q = k0a where k0 denotes the wavenumber in free space and a stands for the
radius of the sphere). New formulas for extinction and scattering cross sections for both cases have been derived
and given. For coated structures, the situation is a bit more complicated. The scattered field near resonances
can be enhanced significantly with small dissipation of the relative permittivity. Within the instrumental error,
the spectral range, within which the material Ag has low dissipation so that we can get the greatest scattering
energy, is considered for the coated sphere. Two cases, i.e., silver core and coating, are investigated. The relative
parameters such as the refractive indices of the core m1 and the coating m2, and the volume ratio f (f = a3/b3
where a and b denote the inner and outer radii of the coated sphere) have been derived at resonances. The near
field energy intensity distributions around the coated sphere are also shown. The peak value of the scattered
energy intensity is given for the lossless cases. This optical property may have potential applications in surface
cleaning, etching, nanopatterning and so on.
Conference Committee Involvement (1)
Plasmonics: Nanoimaging, Nanofabrication, and Their Applications III
28 August 2007 | San Diego, California, United States
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