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Description: Apply Position Description Occupational Summary: The Duke Quantum Center is seeking a Postdoctoral Researcher to work on the advancement and development of novel concepts for integrated photonic
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at every scale. We’re a collaborative research team, where PhD students and postdocs work alongside senior scientists to shape the future of photonics. Our research is both experimental and theoretical and
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Project: 101223253 — COOLBRAIN HORIZON-EIC-2024-PATHFINDERCHALLENGES-04 (CA TRT/DJC/2025.73). Scientific Area: Electrical Engineering, Applied Physics, Photonics Group: Integrated Circuits - Av Work
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The Advanced Photon Source (APS) POLAR beamline is seeking a Postdoctoral Appointee to develop and employ advanced high-pressure instrumentation for x-ray spectroscopy and scattering techniques
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curiosity, eager to work with cutting-edge experimental techniques, and enthusiastic about making a tangible impact on the energy transition, we encourage you to apply. Job requirements PhD degree in
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of Wendy Liu, MD, PhD in the Department of Ophthalmology at Stanford University to conduct collaborative projects in vision research. Position Description: Our laboratory is interested in studying the role
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deliverables Support supervision of MSc and PhD students related to the project Qualifications You must have a PhD degree in robotics, mechatronics, control, or a related field. We expect you to have: Solid
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-qubit gates using intra-cavity Rydberg superatoms for photonic quantum computing. The post-doctoral researcher will develop new protocols for quantum engineering of light using cold interacting atoms, and
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National Aeronautics and Space Administration (NASA) | Pasadena, California | United States | 3 months ago
limited to silicon nitride on-chip etalons and waveguides, lithium niobate modulators and waveguides, heterogeneous integration/packaging of photonic microdevices, on-chip precision atomic and molecular
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combining pulsed excitation with state-of-the-art array detectors and photon time-tagging Implementation of a data analysis framework for robust, autonomous, and real-time data evaluation for FFS Proof