Gouy phase shift of a tightly focused, radially polarized beam

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Gouy phase shift of a tightly focused, radially polarized beam

KORBINIAN J. KALTENECKER,* JACOB C. KÖNIG-OTTO, MARTIN MITTENDORFF, STEPHAN WINNERL, HARALD SCHNEIDER, MANFRED HELM, HANSPETER HELM, MARKUS WALTHER, AND BERND M. FISCHER French-German Research Institute of Saint-Louis, 5, Rue du Général Cassagnou 68301, Saint-Louis, France Institute of Physics, University of Freiburg, Hermann-Herder-Strasse 3, 79104 Freiburg, Germany Freiburg Materials Research...

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Manifestation of the Gouy phase in strongly focused, radially polarized beams.dvi

The Gouy phase, sometimes called the focal phase anomaly, is the curious effect that in the vicinity of its focus a diffracted field, compared to a non-diffracted, converging spherical wave of the same frequency, undergoes a rapid phase change by an amount of π . We theoretically investigate the phase behavior and the polarization ellipse of a strongly focused, radially polarized beam. We find ...

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Manifestation of the Gouy phase in strongly focused, radially polarized beams.

The Gouy phase, sometimes called the focal phase anomaly, is the curious effect that in the vicinity of its focus a diffracted field, compared to a non-diffracted, converging spherical wave of the same frequency, undergoes a rapid phase change by an amount of π. We theoretically investigate the phase behavior and the polarization ellipse of a strongly focused, radially polarized beam. We find t...

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Beam width of highly-focused radially-polarized fields.

On the basis of a formal analogy with the irradiance moments, analytical definitions are proposed for the width of both the transverse and the longitudinal component of rotationally-symmetric radially-polarized fields at the focal plane of a high-focusing optical system. The beam width of the whole field is also introduced. The transverse beam size is thus associated with the overall spatial st...

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Fields of a tightly focused radially polarized laser beam: the truncated series versus the complex-source-point spherical wave representation

In this paper, the fields of a radially polarized fundamental Gaussian beam are derived with a complex-source-point spherical wave approach and then compared and contrasted with those derived recently from a Lax series to the order of ε15, where ε is the diffraction angle. It is shown that the domain of validity of the derived fields is restricted by a discontinuity built into the vector potent...

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ژورنال

عنوان ژورنال: Optica

سال: 2016

ISSN: 2334-2536

DOI: 10.1364/optica.3.000035