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devices. Yet, predicting and exploiting nonlinear behaviour, particularly the role of modal couplings in energy transfer and dissipation, remains a fundamental challenge. This PhD project offers a unique
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the second direction, you will explore the geometric design of nonlinear systems. Using nonlinear reduced order modelling (ROM) integrated with optimization algorithms, you will design structures
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used to approximate these nonlinear terms and accelerate solving such problems, at the cost of some optimality guarantees. The trade-offs between speed and optimality could be investigated as well
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