Ellipsometry with an undetermined polarization state

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Abstract

We show that, under the right conditions, one can make highly accurate polarization-based measurements without knowing the absolute polarization state of the probing light eld. It is shown that light, passed through a randomly varying birefringent material has a well-dened orbit on the Poincare sphere, which we term a generalized polarization state, that is preserved. Changes to the generalized polarization state can then be used in place of the absolute polarization states that make up the generalized state, to measure the change in polarization due to a sample under investigation. We illustrate the usefulness of this analysis approach by demonstrating fiber-based ellipsometry, where the polarization state of the probe light is unknown, and, yet, the ellipsometric angles of the investigated sample ( and ) are obtained with an accuracy comparable to that of conventional ellipsometry instruments by measuring changes to the generalized polarization state.
Original languageEnglish
Place of PublicationIthaca, New York
PublisherCornell University
Publication statusPublished - 2011

Keywords

  • METIS-304858

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    Liu, F. (Author), Lee, C. J. (Author), Chen, J. (Author), Louis, E. (Author), van der Slot, P. J. M. (Author), Boller, K. J. (Author), & Bijkerk, F. (Author). (2011). Ellipsometry with an undetermined polarization state. Web publication/site, Ithaca, New York: Cornell University. Retrieved from http://arxiv.org/pdf/1110.3995.pdf