David Dureisseix

Professor (Full)

Institut National des Sciences Appliquées de Lyon

France

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David Dureisseix is a Full Professor at the Institut National des Sciences Appliquées de Lyon, France. His research focuses on explicit dynamics frameworks, thermodynamic models for damage interfaces, and multiscale strategies for transient thermoelasticity. His recent work includes advancements in simulations related to non-smooth dynamics and nonlinear transient heat transfer problems.

Articles (15)

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2025

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2024

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2024

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2023

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2023

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2023

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2023

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2021

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2021

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2021

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2020

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2020

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2020

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2020

Collaborators (2)

Berengere Guilbert

Associate Professor

Institut National des Sciences Appliquées de Lyon

FRANCE

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Thomas Elguedj

Full Professor

INSA Lyon

FRANCE

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David Dureisseix

Research Interests

Explore related searches

Contact this professor

About

Articles (15)

A thermodynamically based explicit transient dynamics framework for large transformation contact problems

A thermodynamic motivated RCCM damage interface model in an explicit transient dynamics framework

An explicit dynamics framework suited to highly non-smooth interface behaviors

A cheap preconditioner based on fast diagonalization method for matrix-free weighted-quadrature isogeometric analysis applied to nonlinear transient heat transfer problems

Advances in simulations of displacements and stresses in light-weight gears

A cheap preconditioner based on fast diagonalization method for matrix-free weighted-quadrature isogeometric analysis applied to nonlinear transient heat transfer problems

Advances in simulations of displacements and stresses in light-weight gears

A multiscale reduced‐order‐model strategy for transient thermoelasticity with variable microstructure

An explicit time-integrator with singular mass for non-smooth dynamics

A multiscale reduced-order-model strategy for transient thermoelasticity with variable microstructure

An explicit time-integrator with singular mass for non-smooth dynamics

A unified approach based on temporal homogenisation and cycle jump for thermo-mechanical combined cycle fatigue

Acoustic Performance of a Periodically Voided Viscoelastic Medium with Uncertainty in Design Parameters

Numerical homogenisation based on asymptotic theory and model reduction for coupled elastic-viscoplastic damage

Weakly intrusive time homogenization technique to deal with pseudo-cyclic coupled thermomechanical problems with uncertainties

Collaborators (2)

Berengere Guilbert

Thomas Elguedj

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