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We describe herein a systematic investigation on the optical properties of Ag, Au, and Cu triangular nanoprisms as a function of size and excitation wavelength using the discrete dipole approximation.
Extinction curves are computed using the discrete dipole approximation (DDA).
Using the discrete dipole approximation (DDA) and a model of agglomerated debris particles, we study the contribution of large particles on the light scattering by cometary dust.
Using the discrete dipole approximation (DDA) we have studied the extinction properties of composite spheroidal grains, made up of host silicate and graphite inclusions in the wavelength region of 3.4 0.10 µm.
The optical properties of such nanostructures that are a function of the shape of these nanostructures may be investigated, using the discrete dipole approximation theory which is an appropriate method for solving the light scattering problem from objects of different shape and geometry.
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We use the discrete dipole approximation (DDA) method to simulate the distribution of the electromagnetic field for the composition of silver nanoparticles.
For instance, Kelly et al. used the discrete dipole approximation (DDA) method for solving Maxwell's equations for light scattering from particles of arbitrary shape in a complex environment [12].
The strengths of these dipoles are estimated by using the discrete vortex method described in Part I of this two-part study, but may be determined by any other (appropriate) flow analysis method.
We model the response of nanoscale Ag prolate spheroids to an external uniform static electric field using simulations based on the discrete dipole approximation, in which the spheroid is represented as a collection of polarizable subunits.
The optical properties of ice particles are obtained from a database published by Yang et al. (2013), who used a combination of the discrete dipole approximation and the improved geometrical optics method for randomly oriented ice crystals of various shapes.
Calculations were performed within the Discrete Dipole Approximation (DDA) by discretizing the entire scatterer and an in-house written routine was used to calculate the near field distribution around the target and the corresponding local field enhancement factor (LFEF).
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