Christopher G Poulton
Christopher G. Poulton is a Professor in the School of Mathematical Sciences at the University of Technology Sydney (UTS). His area of research is theoretical photonics, specializing in numerical and analytical methods in electromagnetic and elastic wave propagation in complex materials. His research includes work on photonic crystal fibres, opto-acoustic scattering, Brillouin scattering, metamaterials, and the modelling of optical nonlinearities. Dr Poulton received his PhD from the University...See more
Christopher G. Poulton is a Professor in the School of Mathematical Sciences at the University of Technology Sydney (UTS). His area of research is theoretical photonics, specializing in numerical and analytical methods in electromagnetic and elastic wave propagation in complex materials. His research includes work on photonic crystal fibres, opto-acoustic scattering, Brillouin scattering, metamaterials, and the modelling of optical nonlinearities. Dr Poulton received his PhD from the University of Sydney in 2000 for his work on electromagnetic and elastodynamic wave propagation in periodic materials. In 2000 he was appointed Lecturer in Applied Mathematics at the University of Liverpool, UK, where he worked on analytic and numerical models of photonic and phononic crystals. From 2002-2005 he was a post-doctoral fellow at the Institute for High-frequency and Quantum Electronics at the University of Karlsruhe (now KIT), Germany, where he worked closely with experimentalists on developing integrated nonlinear devices. At the beginning of 2006 he joined the Max Planck Research Group (photonics and new materials) in Erlangen, Germany, where he worked on plasmonic interactions and guidance in photonic crystal fibres. He returned to Australia to take up a position at UTS in 2007. Prof. Poulton was Head of Discipline of the Mathematical Sciences at UTS from 2015-2022, where he continues to teach, mentor and carry out his research. Since returning to Australia in 2007 much of his research has focused on optomechanics, Brillouin scattering and the mathematics of elastic waves. See less
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