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Based on Mie scattering theory and effective medium theory, the percentage bandwidth in which permittivity and permeability of a simple cubic lattice of identical, nonmetallic mag neto-dielectric spheres are simultaneously negative (double-negative, or DNG) is analyzed. Relaxing the restriction of previous work, that k1a → 0 where k1is the wavenumber in the matrix and α is the particle radius, new analytical formulas are obtained for k1a <; π/10, from which the DNG bandwidth can be easily computed. As an example, a contour map of DNG bandwidth for a wide range of values of particle permittivity and permeability is plotted for particle volume fraction f = 0.3. From the analytical formulas, it is shown that the maximum achievable DNG band width for a simple cubic lattice of spheres with particle volume fraction f = 0.3 is 7.4%, when the particle permittivity and permeability are both approximately 14 times greater than those of the matrix.
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Liu et al. (2011) studied this question.
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