Sort by
Refine Your Search
-
Listed
-
Category
-
Country
-
Program
-
Field
-
communication technologies, including long-term vision and strategy development. Pioneering advanced optical technologies, applying nonlinear optical signal processing to manipulate optical quantum states
-
. This next generation of models should account for potential nonlinear site effects and regional dependencies of source, path, and site properties, as well as considering the calibration of ground motion
-
in Fall 2026 at the rank of Assistant Professor. We seek an outstanding candidate with expertise in experimental light-matter interactions and nonlinear optics/photonics, with an emphasis on ultrafast
-
floating wind energy with a special focus on nonlinear hydrodynamic fluid-structure interaction and the interaction between the hydrodynamic and rotor-based motion response. Computational Fluid Dynamics will
-
conversion of optical frequency combs. The work will include designing, fabricating, testing and integrating nonlinear optical components that include dispersion engineering and periodic poling to convert
-
Job Description The School of Visual Arts (SOVA) at Virginia Tech (https://www.sova.vt.edu) invites applications for an Assistant Professor of Practice, Visual Arts & Entrepreneurship, with a start
-
Mechanical Engineering Program, please see the following link: https://ceas.uc.edu/academics/departments/mechanical-materials-engineering.html The University of Cincinnati is a major research university (https
-
., & Karniadakis, G. E. (2019). Physics-informed neural networks: A deep learning framework for solving forward and inverse problems involving nonlinear partial differential equations. Journal of Computational
-
high second-order and third-order nonlinearity, the former enables frequency doubling, electro-optical modulators (switches) and the latter enables optical frequency comb (OFC). More importantly, large
-
area of nonlinear partial differential equations. Your possible research topics include but are not limited to: Mathematical fluid mechanics, Variational problems, Nonlinear evolution equations, Other