Problem of light scattering by concentric spheres can be solved in terms of infinite series or Mie solution. When 2 concentric spheres are considered we called this problem coated spheres. See also "cluster of spheres" and "sphere" sections.
|BHCOAT||Bohren and Huffman||two concentric spheres, Mie||Fortran||This code was originally published in the Appendix of "Absorption and Scattering of Light by Small Particles" by Bohren, Craig F., Huffman, Donald R, 1983, Wiley, New York, 530 pages.|
|DMlLAY||Toon and Ackerman||two concentric spheres, Mie||Fortran||This subroutine computes electromagnetic scattering by a stratified sphere (a particle with a spherical core surrounded by a spherical shell. Applied Optics, 20, 3657, 1981|
|IFCS LSCCS||Thomas Kaiser||concentric spheres, Mie||Fortran||compute the internal field inside a coated sphere and the scattered field of a sphere with 0, 1 or 2 coatings. Reference: T. Kaiser and G. Schweiger: Stable algorithm for the computation of Mie coefficients for scattered and transmitted fields of a coated sphere. Comput. Phys. 1993, vol. 7(6), 682-686.|