New properties of the complex-plane representation of polarization

Author:

Azzam R. M. A.,Bashara N. M.

Publisher

Springer Science and Business Media LLC

Subject

General Materials Science,General Chemistry,General Engineering

Reference7 articles.

1. R.M.A.Azzam, N.M.Bashara: Appl. Phys.1, 203 (1973)

2. H.Poincaré:Théorie mathématique de la lumière (Gauthier-Villars, Paris, 1892), Vol. 2, Chap. 12

3. G.A.Deschamps: Proc. IRE39, 540 (1951)

4. This proof is available for the interested reader. [We also have the solution of the reverse problem whereby (8) is obtained from the cosine-squared law as a starting point by the use of the stereographic projection that links the complex plane and the Poincaré sphere]

5. The discussion also applies to the construction of an optical polarizer that produces a specified state (linear, circular or elliptic) at its output

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1. Polarization nearness variation in an anisotropically absorbing medium;Applied Optics;1979-09-01

2. Ellipsometer nulling: convergence and speed;Applied Optics;1976-10-01

3. Analysis of systematic errors in rotating-analyzer ellipsometers*;Journal of the Optical Society of America;1974-11-01

4. Average polarization of partially polarized light*;Journal of the Optical Society of America;1974-03-01

5. Application of generalized ellipsometry to anisotropic crystals*;Journal of the Optical Society of America;1974-02-01

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