In any focussed nonlinear interaction the focus induced phase shift, known as the Gouy phase shift, provides an imperfection in phase matching for any linearly invariant material. However, using an appropriately designed quasi-phase matched structure it is theoretically possible to compensate for the deleterious effects of the Gouy phase shift, allowing a symmetric frequency response and tighter optimal focussing than in a uniform material
This course provides an overview and grounding in the use of quasi-phase matched materials in nonlin...
We develop an effective numerical algorithm to design engineered quasi-phase-matching gratings in no...
We consider unseeded type I second-harmonic generation in quasi-phase-matched quadratic nonlinear ma...
Nonlinear interactions such as second harmonic generation (SHG) [1] and sum and difference frequency...
We theoretically analyze the influence of the Gouy phase shift on the nonlinear interaction between ...
Using an appropriately designed quasi-phase matched structure it is theoretically possible to compen...
This thesis describes a series of theoretical and experimental studies into modifying the phasematch...
Spatial modulation of a nonlinear optical process provides a versatile means for achieving phase-mat...
The Gouy phase, sometimes called the phase anomaly, is the remarkable effect that in the region of f...
We report a new approach to phase matching of nonlinear materials based on the free space multipass ...
The advent of quasi-phase-matched (QPM) materials has had a major impact on the performance of nonli...
International audienceWe demonstrate the existence of the spectral phase shift a pulse experiences w...
The propagation of gaussian packets of free particles presents a phase term that we identify analogo...
We investigate the Gouy phase shift for full-aperture waves converging to a focal point from all dir...
We present and experimentally test a simple model for difference frequency generation (DFG) in perio...
This course provides an overview and grounding in the use of quasi-phase matched materials in nonlin...
We develop an effective numerical algorithm to design engineered quasi-phase-matching gratings in no...
We consider unseeded type I second-harmonic generation in quasi-phase-matched quadratic nonlinear ma...
Nonlinear interactions such as second harmonic generation (SHG) [1] and sum and difference frequency...
We theoretically analyze the influence of the Gouy phase shift on the nonlinear interaction between ...
Using an appropriately designed quasi-phase matched structure it is theoretically possible to compen...
This thesis describes a series of theoretical and experimental studies into modifying the phasematch...
Spatial modulation of a nonlinear optical process provides a versatile means for achieving phase-mat...
The Gouy phase, sometimes called the phase anomaly, is the remarkable effect that in the region of f...
We report a new approach to phase matching of nonlinear materials based on the free space multipass ...
The advent of quasi-phase-matched (QPM) materials has had a major impact on the performance of nonli...
International audienceWe demonstrate the existence of the spectral phase shift a pulse experiences w...
The propagation of gaussian packets of free particles presents a phase term that we identify analogo...
We investigate the Gouy phase shift for full-aperture waves converging to a focal point from all dir...
We present and experimentally test a simple model for difference frequency generation (DFG) in perio...
This course provides an overview and grounding in the use of quasi-phase matched materials in nonlin...
We develop an effective numerical algorithm to design engineered quasi-phase-matching gratings in no...
We consider unseeded type I second-harmonic generation in quasi-phase-matched quadratic nonlinear ma...