Skip to main content

Mie scattering of a plane wave by a sphere

Project description

When a plane wave encounters a perfect sphere then some of the light will

be absorbed and some will be scattered. Mie developed the equations that describe the scattered light wave. These equations are complicated and involve infinite sums of Bessel functions. Not surprisingly, calculating the scattered profiles is complicated and easily gotten wrong. Fortunately Wiscombe identified the challenges and implemented these in Fortran code.

This code is pure python and uses many of the ideas that Wiscombe developed. However, it is not as accurate (especially for large spheres with size parameters larger than 100).

This code provides python functions for calculating the extinction efficiency, scattering efficiency, backscattering, and scattering asymmetry. Moreover, a set of angles can be given and the scattering will be calculated for each angle.

Project details


Download files

Download the file for your platform. If you're not sure which to choose, learn more about installing packages.

Source Distribution

miepython-1.0.0.tar.gz (9.5 kB view details)

Uploaded Source

File details

Details for the file miepython-1.0.0.tar.gz.

File metadata

  • Download URL: miepython-1.0.0.tar.gz
  • Upload date:
  • Size: 9.5 kB
  • Tags: Source
  • Uploaded using Trusted Publishing? No

File hashes

Hashes for miepython-1.0.0.tar.gz
Algorithm Hash digest
SHA256 81609a335499bac050f7e5e65fbbd09028781fcbacbbde5fad50f04aa0333612
MD5 8955907bc611f0768319ab1cc798b7bb
BLAKE2b-256 d0f9e5257af612234d44efe91cf75479f13a9ed7c3acfba8c1ebfff79e4070b0

See more details on using hashes here.

Supported by

AWS Cloud computing and Security Sponsor Datadog Monitoring Depot Continuous Integration Fastly CDN Google Download Analytics Pingdom Monitoring Sentry Error logging StatusPage Status page