Ince Gaussian Modes

Abstract

Apart from Hermite- and Laguerre-Gaussian modes there is a third kind of rigorous and orthogonal solution family for the paraxial wave equation – the so-called Ince-Gaussian modes. These solutions are defined in elliptical coordinates and have the benefit of allowing for a transition between Hermite- and Laguerre-Gaussian modes by means of an elliptical parameter. These modes have advantages in the area of optical tweezers and particle-trapping applications. This use case presents the Ince-Gaussian Beam Source in VirtualLab Fusion and shows how to define an individual mode.

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Use Case

Focusing of an Ince-Gaussian Beam

This use case shows the focusing of an Ince-Gaussian mode through a GRIN medium representing a thermal lens.
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Use Case

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