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- Delft University of Technology (TU Delft)
- Delft University of Technology (TU Delft); today published
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- Delft University of Technology (TU Delft); 17 Oct ’25 published
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- Delft University of Technology (TU Delft); 16 Oct ’25 published
- Delft University of Technology (TU Delft); Published today
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systematic investigation across diverse rock types and integration with predictive models remains lacking. In this PhD study, you will be performing experiments and numerical simulations to understand and
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processes using single cell data, and using mathematics to simulate gigantic ash plumes after a volcanic eruption. In other words: there is plenty of room at the faculty for ground-breaking research. We
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not been tested or reproduced in the laboratory yet. This includes aspects and phenomena such as the role of dense frontal cells and basal layers, substrate erosion, flow ignition, the distinction
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chemistry, cell and molecular biology, biochemistry Honors (first class) or MSc degree in Chemistry/Pharmacology/Pharmaceutical Sciences Essential experience: Synthetic/medicinal chemistry (small molecule
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following criteria: BSc, including synthetic chemistry, cell and molecular biology, biochemistry Honors (first class) or MSc degree in Chemistry/Pharmacology/Pharmaceutical Sciences Essential experience
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single cell data, and using mathematics to simulate gigantic ash plumes after a volcanic eruption. In other words: there is plenty of room at the faculty for ground-breaking research. We educate innovative
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experiments and numerical simulations to understand and predict the clogging evolution in a range of geological media by: Quantifying physical and chemical clogging dynamics across a spectrum of rock types
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of applied mathematics, for example mapping out disease processes using single cell data, and using mathematics to simulate gigantic ash plumes after a volcanic eruption. In other words: there is plenty
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of course includes AI. Meanwhile we are pushing the limits of applied mathematics, for example mapping out disease processes using single cell data, and using mathematics to simulate gigantic ash plumes after
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are pushing the limits of applied mathematics, for example mapping out disease processes using single cell data, and using mathematics to simulate gigantic ash plumes after a volcanic eruption. In other words