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- Mie_scattering abstract "The Mie solution to Maxwell's equations (also known as the Lorenz–Mie solution, the Lorenz–Mie–Debye solution or Mie scattering) describes the scattering of electromagnetic radiation by a sphere. The solution takes the form of an analytical infinite series. It is named after Gustav Mie.The term Mie theory is used on occasion; however, it is misleading because it does not refer to an independent physical theory or law. The phrase "the Mie solution (to Maxwell's equations)" is therefore preferable. Currently, the term "Mie solution" is also used in broader contexts, for example when discussing solutions of Maxwell's equations for scattering by stratified spheres or by infinite cylinders, or generally when dealing with scattering problems solved using the exact Maxwell equations in cases where one can write separate equations for the radial and angular dependence of solutions.".
- Mie_scattering thumbnail Radar_cross_section_of_metal_sphere_from_Mie_theory.svg?width=300.
- Mie_scattering wikiPageExternalLink scatterlib.
- Mie_scattering wikiPageExternalLink PG_material.
- Mie_scattering wikiPageExternalLink mie_calc.html.
- Mie_scattering wikiPageExternalLink scatlab.org.
- Mie_scattering wikiPageExternalLink www.T-Matrix.de.
- Mie_scattering wikiPageExternalLink MieCalc.
- Mie_scattering wikiPageExternalLink www.thecomputationalphysicist.com.
- Mie_scattering wikiPageExternalLink lstar.php.
- Mie_scattering wikiPageID "212124".
- Mie_scattering wikiPageRevisionID "603470976".
- Mie_scattering hasPhotoCollection Mie_scattering.
- Mie_scattering subject Category:Radio_frequency_propagation.
- Mie_scattering subject Category:Scattering,_absorption_and_radiative_transfer_(optics).
- Mie_scattering subject Category:Visibility.
- Mie_scattering comment "The Mie solution to Maxwell's equations (also known as the Lorenz–Mie solution, the Lorenz–Mie–Debye solution or Mie scattering) describes the scattering of electromagnetic radiation by a sphere. The solution takes the form of an analytical infinite series. It is named after Gustav Mie.The term Mie theory is used on occasion; however, it is misleading because it does not refer to an independent physical theory or law.".
- Mie_scattering label "Difusión de Mie".
- Mie_scattering label "Mie scattering".
- Mie_scattering label "Mie-Streuung".
- Mie_scattering label "Rozwiązania Mie".
- Mie_scattering label "Scattering Mie".
- Mie_scattering label "Teoria de Mie".
- Mie_scattering label "Théorie de Mie".
- Mie_scattering label "Рассеивание света сферической частицей".
- Mie_scattering label "تبعثر ماي".
- Mie_scattering label "ミー散乱".
- Mie_scattering label "米氏散射".
- Mie_scattering sameAs Mie-Streuung.
- Mie_scattering sameAs Σκέδαση_Μι.
- Mie_scattering sameAs Difusión_de_Mie.
- Mie_scattering sameAs Théorie_de_Mie.
- Mie_scattering sameAs Scattering_Mie.
- Mie_scattering sameAs ミー散乱.
- Mie_scattering sameAs 미_산란.
- Mie_scattering sameAs Rozwiązania_Mie.
- Mie_scattering sameAs Teoria_de_Mie.
- Mie_scattering sameAs m.01f2pq.
- Mie_scattering sameAs Q901737.
- Mie_scattering sameAs Q901737.
- Mie_scattering wasDerivedFrom Mie_scattering?oldid=603470976.
- Mie_scattering depiction Radar_cross_section_of_metal_sphere_from_Mie_theory.svg.
- Mie_scattering isPrimaryTopicOf Mie_scattering.
