Imperial College London

DrEnoraDenimal

Faculty of EngineeringDepartment of Mechanical Engineering

Academic Visitor
 
 
 
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Contact

 

e.denimal

 
 
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Location

 

City and Guilds BuildingSouth Kensington Campus

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Summary

 

Summary

I am a junior researcher at Inria in the I4S team since October 2020. Before that, I was a member of the Rolls-Royce Vibration University Technology Centre, part of the Mechanical Engineering department. My postdoc was about the optimization of dry friction dampers for gas turbine engines, involving non-linear vibrations and global optimization based on meta-modelling and uncertainty propagation.

I received an engineering degree from the Ecole Centrale de Lyon in 2015 and a MSc in Mechanics and Structural Dynamics in parallel. I received a PhD in Mechanical Engineering from the Lyon University in 2018. 

Google Scholar Profile


Publications

Journals

Denimal E, Sinou J-J, Nacivet S, 2022, Prediction of Squeal Instabilities of a Finite Element Model Automotive Brake With Uncertain Structural and Environmental Parameters With a Hybrid Surrogate Model, Journal of Vibration and Acoustics-transactions of the Asme, Vol:144, ISSN:1048-9002

Sinou J-J, Denimal E, 2022, Reliable crack detection in a rotor system with uncertainties via advanced simulation models based on kriging and Polynomial Chaos Expansion, European Journal of Mechanics A-solids, Vol:92, ISSN:0997-7538

Sun Y, Denimal E, Yuan J, et al., 2022, Geometric design of friction ring dampers in blisks using nonlinear modal analysis and Kriging surrogate model, Structural and Multidisciplinary Optimization, Vol:65, ISSN:1615-1488

Denimal E, Renson L, Wong C, et al., 2022, Topology optimisation of friction under-platform dampers using moving morphable components and the efficient global optimization algorithm, Structural and Multidisciplinary Optimization: Computer-aided Optimal Design of Stressed Solids and Multidisciplinary Systems, Vol:65, ISSN:1615-147X, Pages:1-19

Denimal E, Sinou J-J, 2021, Advanced computational technique based on kriging and Polynomial Chaos Expansion for structural stability of mechanical systems with uncertainties, Journal of Engineering Mathematics, Vol:130, ISSN:0022-0833, Pages:1-19

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