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Articles

New Improvements for Mie Scattering Calculations

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Pages 913-926 | Published online: 03 Apr 2012

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Alexandre Souto Martinez, José Renato Alcarás & Tiago José Arruda. (2021) A set of basis functions to improve numerical calculation of Mie scattering in the Chandrasekhar-Sekera representation. Waves in Random and Complex Media 31:6, pages 2275-2289.
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Ankur Gogoi, Amarjyoti Choudhury & Gazi A. Ahmed. (2010) Mie scattering computation of spherical particles with very large size parameters using an improved program with variable speed and accuracy. Journal of Modern Optics 57:21, pages 2192-2202.
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RichardJ. Martin. (1993) Mie Scattering Formulae for Non-spherical Particles. Journal of Modern Optics 40:12, pages 2467-2494.
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Aso Rahimzadegan, Rasoul Alaee, Carsten Rockstuhl & Robert W. Boyd. (2020) Minimalist Mie coefficient model. Optics Express 28:11, pages 16511.
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Ibrahim Mahariq & Hamza Kurt. (2016) Strong field enhancement of resonance modes in dielectric microcylinders. Journal of the Optical Society of America B 33:4, pages 656.
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Robert A. Shore. (2015) Scattering of an Electromagnetic Linearly Polarized Plane Wave by a Multilayered Sphere: Obtaining a computational form of Mie coefficients for the scattered field. IEEE Antennas and Propagation Magazine 57:6, pages 69-116.
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Antonio Alvaro Ranha Neves & Dario Pisignano. (2012) Effect of finite terms on the truncation error of Mie series. Optics Letters 37:12, pages 2418.
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Jeppe Revall Frisvad, Niels Jørgen Christensen & Henrik Wann Jensen. 2012. The Mie Theory. The Mie Theory 101 133 .
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Stefan P. Hau-Riege. (2006) Extending the size-parameter range for plane-wave light scattering from infinite homogeneous circular cylinders. Applied Optics 45:6, pages 1219.
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