Abstract

A matrix method for calculating the polarization aberrations of light beams is discussed in detail. The radiation is represented as a coherent collection of Hermite-Gauss modes with definite amplitude, phase, and polarization state, with the longitudinal component of the field being taken into account. The polarization aberrations of the beam as it passes through a thin lens are considered, taking into account the influence of a circular stop.

© 2008 Optical Society of America

Matrix methods for the calculation of reflection amplitudes

John Lekner and Michael C. Dorf
J. Opt. Soc. Am. A 4(11) 2092-2095 (1987)

Matrix method for integrating-sphere calculations

Herbert L. Tardy
J. Opt. Soc. Am. A 8(9) 1411-1418 (1991)

Multi-slicing matrix method for calculating s-polarization reflectance modulation induced by picosecond acoustic pulses for stratified media

Hiroshi Ohno and Hideaki Okano
OSA Continuum 2(4) 1242-1258 (2019)

The Role of Eikonal and Matrix Methods in Contrast Transfer Calculations

W. Brouwer, E. L. O’Neill, and A. Walther
Appl. Opt. 2(12) 1239-1246 (1963)

Simple and general method to calculate the dispersion properties of complex and aberrated stretchers-compressors

Frédéric Druon, Marc Hanna, Gaëlle Lucas-Leclin, Yoann Zaouter, Dimitris Papadopoulos, and Patrick Georges
J. Opt. Soc. Am. B 25(5) 754-762 (2008)