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Sean D. McGuire

Publications and source records attributed to Sean D. McGuire.

2 recordsLinked to original sources

Frequency modulation of THz emission from a laser filament array

A simple traveling wave antenna model is used to theoretically study emission from an array of filaments. Both transverse and longitudinal arrays of filaments are considered. The angular distribution and power in the THz signal are significantly modified, which is consistent with other trends reported in the literature. The frequency content of the THz emission signal is also strongly modified under certain conditions. Whereas the emission from a single filament is broadband, the emission from a periodic transverse array consists of several discrete frequencies. For this latter case, the THz spectrum can be approximated as the product of two factors - the spectrum from a single filament and a complex frequency-dependent phase factor associated with the spatial distribution of the filaments. The complex phase factor accounts for interference effects, amplifying certain frequencies from the single filament spectrum while suppressing others. The location and width of the discrete frequencies present in the final spectrum depends on the number of filaments and their spacing. These results point to an interesting possibility of tailoring the frequency content in the THz signal.

physics.plasm-ph↗

Axisymmetric model for 1-color laser filament THz emission

A 3D axisymmetric model for laser beam propagation in air is proposed for use with THz emission calculations. The model accounts for nonlinear propagation of the femtosecond pulse that generates the filament (Kerr self-focusing and plasma defocusing). The formalism proposed can be applied across a broad range of experimental parameters - focal lengths, beam profiles, and intensities. We adapt existing models of 1-color THz emission for use with the beam propagation model to calculate THz emission signatures. Two of these THz emission models are used - a 1D model and a more detailed 3D axisymmetric model. For the test case considered, nonlinear propagation dynamics have a large impact on the amplitude of the THz signal, but only a minimal impact on the frequency content and angular distribution of the signal.

physics.plasm-ph↗