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TERMITES-MAZE python module

TERMITES-MAZE python module
TERMITES-MAZE python module
Code supporting Doctoral Thesis "Flying Doughnuts: Space-Time non-Separable Electromagnetic Pulses" Awarded University of Southampton 2021. A python implementation of the TERMITES-MAZE method for the spatio-temporal characterization of ultrashort cylindrical vector electromagnetic pulses. The first part implements the TERMITES algorithm for the characterization of linearly polarized pulses with uniform spectral properties at their center. The second part implements the analysis steps required to characterize cylindrical vector pulses. An example with simulated data is included in the example.py file.
ultrafast lasers, space-time couplings, cylindrical vector pulses
University of Southampton
Zdagkas, Apostolos
658615f8-0bc6-429b-becc-a88fd27a5686
Zdagkas, Apostolos
658615f8-0bc6-429b-becc-a88fd27a5686

Zdagkas, Apostolos (2022) TERMITES-MAZE python module. University of Southampton doi:10.5258/SOTON/D1678 [Dataset]

Record type: Dataset

Abstract

Code supporting Doctoral Thesis "Flying Doughnuts: Space-Time non-Separable Electromagnetic Pulses" Awarded University of Southampton 2021. A python implementation of the TERMITES-MAZE method for the spatio-temporal characterization of ultrashort cylindrical vector electromagnetic pulses. The first part implements the TERMITES algorithm for the characterization of linearly polarized pulses with uniform spectral properties at their center. The second part implements the analysis steps required to characterize cylindrical vector pulses. An example with simulated data is included in the example.py file.

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More information

Published date: 2022
Keywords: ultrafast lasers, space-time couplings, cylindrical vector pulses

Identifiers

Local EPrints ID: 447680
URI: http://eprints.soton.ac.uk/id/eprint/447680
PURE UUID: 21806801-c76a-45d4-bd3d-17d0d6a819fb
ORCID for Apostolos Zdagkas: ORCID iD orcid.org/0000-0002-1734-9722

Catalogue record

Date deposited: 18 Mar 2021 17:43
Last modified: 05 May 2023 17:17

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Contributors

Creator: Apostolos Zdagkas ORCID iD

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