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Profile
| Academic position | Full Professor |
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| Research fields | Optics, Quantum Optics and Physics of Atoms, Molecules and Plasmas,Theoretical Physics |
| Keywords | optical fibres and devices, nonlinear optics, optival communications, solitons and nonlinear waves, mathematical and computational modeling |
Current contact address
| Country | United States of America |
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| City | Baltimore |
| Institution | University of Maryland Baltimore County |
| Institute | Department of Computer Science and Electrical Engineering |
Host during sponsorship
| Prof. Dr. Philip St. John Russell | Max-Planck-Institut für die Physik des Lichts, Erlangen |
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| Start of initial sponsorship | 01/08/2015 |
Programme(s)
| 2015 | Humboldt Research Award Programme |
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Nominator's project description
| Professor Menyuk is well known internationally for his work on nonlinear optics and its applications. He has made outstanding contributions to theoretical and computational modelling. Professor Menyuk developed the equations that govern the propagation of light in optical fibre communications, studying the stability and noise response of mode-locked lasers and carrying out fundamental theoretical studies of nonlinear processes. During his stay in Germany he plans to work on nonlinear effects in gas and glass-cored photonic crystal fibres. |
Publications (partial selection)
| 2016 | Jonas Hammer, P. Hosseini, Curtis R. Menyuk, Phillip St.J. Russell, and Nicolas Y. Joly: Single-shot reconstruction of spectral amplitude and phase in a fiber ring cavity at a 80 MHz repetition rate. In: Optics Letters, 2016, 4641-4644 |
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| 2016 | Curtis R. Menyuk, Shaokang Wang: Spectral Methods for Determining the Stability and Noise Performance of Passively Modelocked Lasers. In: Nanophotonics, 2016, |
| 2016 | Wenbin He, Meng Pang, Curtis R. Menyuk, Philip St. J. Russell: Sub-100-fs 1.87 GHz Mode-Locked Fiber Laser Using Stretched-Soliton Effect. In: Optica, 2016, 1366-1372 |
| 1916 | Chengli Wei, Jonathan Hu, and Curtis R. Menyuk: Comparison of Loss in Silica and Chalcogenide Negative Curvature Fibers as the Wavelength Varies. In: Frontiers in Physics, 1916, 30-1-30-10 |