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candidate will receive an annual tax-free stipend set at the UKRI rate (£20,780 for 2025/26; subject to annual uplift), and tuition fees will be paid. Understanding and predicting fluid flow is essential
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We invite applications for a fully funded PhD position in the field of numerical modelling of iron electrodeposition, i.e., multiphase flows involving phase change, using fully resolved CFD methods
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industrial partner, this project aims to develop a novel modelling and analysis approach to address the mathematical and technical challenges of the fluid-structure interaction (FSI) mechanisms globally
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of heat transfer and turbulence physics in wall-bounded flows through numerical simulations, data-driven modelling, and machine learning techniques. Key goals include optimising convective heat transfer
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requirements, the following qualifications are particularly meritorious: Experience with multiphase flows and advanced modeling methods for these systems. Strong expertise in fluid mechanics, heat transfer, and
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: -------------------------------------------------- - State of the art / monitoring of single- and two-phase fluid flow modeling - Modeling of single- and two-phase flows through sealing rings in static configurations - Modeling of single- and two-phase
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flow, fluid dynamics, and sustainable energy systems. The research focuses on developing new methods to study and model multiphase flows as key phenomena in energy and industrial processes. The work
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complex fluids; cholesteric LCs which are twisted or helical NLCs and smectic LCs that are layered LCs, along with more ordered and exotic LC phases such as columnar, twist-bend, splay-bend phases. LCs have
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requirements, the following qualifications are particularly meritorious: Experience with multiphase flows and advanced modeling methods for these systems. Strong expertise in fluid mechanics, heat transfer, and
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), IBPS, Sorbonne Université. The team possesses expertise in developing application-specific microfluidic models that integrate desired mechanical conditions of fluid flow and substrate viscoelasticity