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from you? You hold a Master’s degree in Photonics, Electrical Engineering, Applied Physics, or Computer Science. You have a solid understanding of optical wave propagation, Fourier optics
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Centre de Mise en Forme des Matériaux (CEMEF) | Sophia Antipolis, Provence Alpes Cote d Azur | France | about 2 months ago
microstructures on thick welded parts to enable ATALANTE's other partners to simulate the propagation of ultrasonic waves and improve NDT tools. The challenge will be to characterize the formation and variability
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] proposed a method to estimate and reconstruct the sound field of a room from a limited set of experimental impulse responses using a PINN framework. Acoustic wave propagation has also been investigated using
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scenario. Objectives - Create forward models of the wave-interaction and crack propagation processes. - Use inversion methods to extract defect information from the scattering data. - Develop a probabilistic
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(ET) Calibrating piezoelectric force sensors and pressure sensors Analyzing pressure-front propagation and comparing with simple gas-dynamics models Assisting in the design or testing of protective
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the perspective of the nonlinear governing equations and their associated boundary conditions. Emphasis will be placed on the derivation (and the subsequent analysis) of exact solutions concerning the propagation
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) posted on the Flatiron Institute’s website here: https://apply.interfolio.com/179050 . The incumbent will split their time between teaching (50%) at the Graduate Center and conducting research at CCA (50
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, geophysics, or a related field. The candidate must have a strong background in solid mechanics, inverse problems, and wave propagation. Knowledge of poromechanics is preferred but not required. Also of
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an electromagnetic wave, i.e., to behave like a real (organic) antenna. The objective of the project is to understand the electrical properties of plant cells, tissues, and organs. Where to apply Website https
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the perspective of the nonlinear governing equations and their associated boundary conditions. Emphasis will be placed on the derivation (and the subsequent analysis) of exact solutions concerning the propagation