2010
DOI: 10.1364/ao.49.002769
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Phase shift formulas in uniaxial media: an application to waveplates

Abstract: The calculation of phase shift and optical path difference in birefringent media is related to a wide range of applications and devices. We obtain an explicit formula for the phase shift introduced by an anisotropic uniaxial plane-parallel plate with arbitrary orientation of the optical axis when the incident wave has an arbitrary direction. This allows us to calculate the phase shift introduced by waveplates when considering oblique incidence as well as optical axis misalignments. The expressions were obtaine… Show more

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Cited by 46 publications
(40 citation statements)
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“…For our application on hyperspectral imaging based on SFTS, this tool is particularly helpful to compute the exact OPD for birefringent interferometers, whatever be the field angles or the complexity of the interferometer, including misorientation of the surfaces or of the optical axes of the birefringent materials. In contrast, the analytical expression of the OPD introduced by a parallel plate given by references [34,35], is only usable for assemblies of perfect parallel plates, and few, if any, papers have presently, to our knowledge, addressed the general case of an arbitrary stack of wedged birefringent plates without approximation in the OPD computation. Therefore our tool proves to be useful to analyze large field of view behavior and to evaluate, or possibly to minimize, the impacts of manufacturing errors.…”
Section: Resultsmentioning
confidence: 99%
See 1 more Smart Citation
“…For our application on hyperspectral imaging based on SFTS, this tool is particularly helpful to compute the exact OPD for birefringent interferometers, whatever be the field angles or the complexity of the interferometer, including misorientation of the surfaces or of the optical axes of the birefringent materials. In contrast, the analytical expression of the OPD introduced by a parallel plate given by references [34,35], is only usable for assemblies of perfect parallel plates, and few, if any, papers have presently, to our knowledge, addressed the general case of an arbitrary stack of wedged birefringent plates without approximation in the OPD computation. Therefore our tool proves to be useful to analyze large field of view behavior and to evaluate, or possibly to minimize, the impacts of manufacturing errors.…”
Section: Resultsmentioning
confidence: 99%
“…1). For interferometers like the Savart plate made of a stack of perfect parallel plates surrounded with an isotropic medium, the optical path difference can be calculated using the optical path difference of a plate given by Françon and Mallick or Veiras et al [34,35] . In the case of a Savart interferometer with two plates of equal thickness and optical axes oriented as in the example above, the analytical expression of the OPD at the second order commonly used is:…”
Section: Modeling Of the Real Behavior Of Birefrin-gent Imaging Intermentioning
confidence: 99%
“…For comparison, a simulated ∆Φ → ∆λ-relation has been added to the Figure to quantify theoretical predictions. The simulated phase shift due to a birefringent delay or displacer plate can be calculated according to a formula provided in ( [10]). It requires the accurate knowledge of the following parameters:…”
Section: Wavelength Scan With the Tunable Lasermentioning
confidence: 99%
“…One of the BPMs we employ consists of a quartz crystal with its optical axis cut at θ ≈ 45 • from its interfaces. As the BPM rotates, the phase shift between these orthogonal modes varies according to 17,25 ∆φ…”
Section: A Phase Shifting Techniques With Uniaxial Crystal Tilting Pmentioning
confidence: 99%