Ludovic Noels

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Full Professor

University of Liege

Belgium

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About

Professor Ludovic Noels is a Full Professor at Université de Liège, Belgium. His research areas encompass thermomechanical modeling of polymers, stochastic methods in material sciences, and the development of advanced simulation techniques for composite materials. Recent publications include works on viscoelastic and viscoplastic modeling, as well as innovative approaches in shape memory effects and multi-scale material analysis.

Recent Grants

Grant: Close

Digital Design strategies to certify and mAnufacture Robust cOmposite sTructures (DIDEAROT)

Open Date: 2022-09-01

Close Date: 2026-08-01

Grant: Close

Automation and Digitization of a Production Line of Upgraded cOmposites and application to an Industrial Security Solution (AD-CORSSI)

Open Date: 2021-09-01

Close Date: 2024-08-01

Grant: Close

Virtual Braiding

Open Date: 2020-09-01

Close Date: 2023-08-01

Grant: Close

CARBOBRAKE

Open Date: 2020-09-01

Close Date: 2023-08-01

Grant: Close

Multi-scale Optimisation for Additive Manufacturing of fatigue resistant shock-absorbing MetaMaterials (MOAMMM)

Open Date: 2020-01-01

Close Date: 2024-06-01

Articles (16)

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2025

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2022

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2022

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2022

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2022

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2022

Collaborators (4)

Tymofii Khvan

Assistant Professor

National Centre for Nuclear Research

POLAND

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Christine Jérôme

University of Liege

BELGIUM

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P. Vanderbemden

BELGIUM

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Miguel Alberto Monclus Palazon

Associate professor

Universidad Carlos III de Madrid - Campus de Leganés

SPAIN

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Ludovic Noels

Research Interests

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About

Recent Grants

Articles (16)

A consistent finite-strain thermomechanical quasi-nonlinear-viscoelastic viscoplastic constitutive model for thermoplastic polymers

Stochastic deep material networks as efficient surrogates for stochastic homogenisation of non-linear heterogeneous materials

A thermo-mechanical, viscoelasto-plastic model for semi-crystalline polymers exhibiting one-way and two-way shape memory effects under phase change

A quantum annealing-sequential quadratic programming assisted finite element simulation for non-linear and history-dependent mechanical problems

Self-consistency Reinforced minimal Gated Recurrent Unit for surrogate modeling of history-dependent non-linear problems: Application to history-dependent homogenized response of heterogeneous materials

Development of a geometric modeling strategy for the generation of representative unit cells in 2D braids

Bayesian inference of high-dimensional finite-strain visco-elastic–visco-plastic model parameters for additive manufactured polymers and neural network based material parameters generator

A micromechanical mean‐field homogenization surrogate for the stochastic multiscale analysis of composite materials failure

Three-scale bridging for woven composites using homogenization techniques

MWCNTs filled PCL covalent adaptable networks: Towards reprocessable, self-healing and fast electrically-triggered shape-memory composites

Ductile fracture of high entropy alloys: From the design of an experimental campaign to the development of a micromechanics-based modeling framework

An incremental‐secant mean‐field homogenization model enhanced with a non‐associated pressure‐dependent plasticity model

Piecewise-uniform homogenization of heterogeneous composites using a spatial decomposition based on inelastic micromechanics

High temperature nanoindentation of iron: Experimental and computational study

Interaction-based material network: A general framework for (porous) microstructured materials

Recurrent Neural Networks (RNNs) with dimensionality reduction and break down in computational mechanics; application to multi-scale localization step

Collaborators (4)

Tymofii Khvan

Christine Jérôme

P. Vanderbemden

Miguel Alberto Monclus Palazon

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