Gradient Index (GRIN) Lens Calculations

## Project description     A basic collection of routines to ray trace through graded index (GRIN) lenses with a parabolic radial profile.

## Usage

Example Light paths in a 0.25 pitch GRIN lens from an ancient Melles Griot Catalog:

import pygrin
n = 1.608
length = 5.37
diameter = 1.8

pitch = pygrin.period(gradient, length)
ffl = pygrin.FFL(n,pitch,length)
efl = pygrin.EFL(n,pitch,length)
na = pygrin.NA(n,pitch,length,diameter)

angle = pygrin.max_angle(n,pitch,length,diameter)
print('expected pitch = 0.29,            calculated %.2f' % pitch)
print('expected FFL = 0.46 mm,           calculated %.2f' % ffl)
print('expected NA = 0.46,               calculated %.2f' % na)
print('expected full accept angle = 55°, calculated %.0f°' % (2*angle*180/np.pi))
print('working distance = %.2f mm'%(efl-ffl))

Produces:

expected pitch = 0.29,            calculated 0.29
expected FFL = 0.46,              calculated 0.47
expected NA = 0.46,               calculated 0.46
expected full accept angle = 55°, calculated 55°
working distance = 1.43 mm

But the real utility of this module is creating plots that show the path of rays through a GRIN lens. For examples, see <https://pygrin.readthedocs.io>

## Installation

Source code is available at <https://github.com/scottprahl/pygrin> or the module can be installed using pip:

pip install --user pygrin

## Release history Release notifications | RSS feed

This version 0.4.4 0.4.3 0.4.1 0.4.0 0.3.0 0.2.0 0.1.0

Uploaded source
Uploaded py3