His scientific interests lie mostly in Internal wave, Mechanics, Classical mechanics, Quantum mechanics and Instability. His Internal wave research integrates issues from Beam, Mathematical analysis, Diffraction and Dissipation. His Mechanics study which covers Gravity wave that intersects with Mechanical wave.
His Classical mechanics research is multidisciplinary, incorporating perspectives in Hamiltonian mechanics, Mean field theory, Distribution function and Initial momentum. His Quantum mechanics study integrates concerns from other disciplines, such as Absorption and Connection. His work investigates the relationship between Instability and topics such as Stratified flow that intersect with problems in Infragravity wave.
Thierry Dauxois mainly investigates Mechanics, Internal wave, Nonlinear system, Classical mechanics and Attractor. His Mechanics research incorporates elements of Inertial wave, Mixing and Rotation. His study looks at the relationship between Internal wave and topics such as Beam, which overlap with Mean flow.
Within one scientific family, Thierry Dauxois focuses on topics pertaining to Amplitude under Nonlinear system, and may sometimes address concerns connected to Wavelength and Breather. His Statistical physics research extends to the thematically linked field of Classical mechanics. His Statistical physics research focuses on Stationary state and how it relates to Vlasov equation and Distribution function.
The scientist’s investigation covers issues in Mechanics, Attractor, Internal wave, Nonlinear system and Inertial wave. His study in Advection extends to Mechanics with its themes. His Attractor study frequently involves adjacent topics like Classical mechanics.
His work deals with themes such as Dynamical systems theory, Buoyancy, Stratified flows, Ray tracing and Energy budget, which intersect with Internal wave. He has included themes like Dissipation, Amplitude, Dissipative system, Superconductivity and Bistability in his Nonlinear system study. His Inertial wave research includes elements of Instability, Rotation and Rotational symmetry.
Thierry Dauxois mostly deals with Mechanics, Attractor, Internal wave, Nonlinear system and Ray tracing. Thierry Dauxois combines subjects such as Classical mechanics, Horizontal plane, Dynamical systems theory and Invariant with his study of Attractor. The study incorporates disciplines such as Amplitude, Wavelength, Quantum and Thermal in addition to Nonlinear system.
The Amplitude study combines topics in areas such as Turbulence, Inertial wave and Resonance. His research in Wavelength intersects with topics in Instability and Rotation. His work is dedicated to discovering how Ray tracing, Reflection are connected with Stratified flows and other disciplines.
This overview was generated by a machine learning system which analysed the scientist’s body of work. If you have any feedback, you can contact us here.
Physics of solitons
Thierry Dauxois;Michel Peyrard.
Physics of Solitons (2006)
Statistical mechanics and dynamics of solvable models with long-range interactions
Alessandro Campa;Thierry Dauxois;Stefano Ruffo.
Physics Reports (2009)
Entropy-driven DNA denaturation.
Thierry Dauxois;Michel Peyrard;A. R. Bishop.
Physical Review E (1993)
Dynamics and thermodynamics of a nonlinear model for DNA denaturation.
Thierry Dauxois;Michel Peyrard;A. R. Bishop.
Physical Review E (1993)
Dynamics and Thermodynamics of Systems with Long-Range Interactions: An Introduction
Thierry Dauxois;Stefano Ruffo;Ennio Arimondo;Martin Wilkens.
Dynamics and Thermodynamics of Systems with Long-Range Interactions (2002)
Stability criteria of the Vlasov equation and quasi-stationary states of the HMF model
Yoshiyuki Y. Yamaguchi;Yoshiyuki Y. Yamaguchi;Julien Barré;Freddy Bouchet;Freddy Bouchet;Freddy Bouchet;Thierry Dauxois.
Physica A-statistical Mechanics and Its Applications (2004)
Physics of Long-Range Interacting Systems
Alessandro Campa;Thierry Dauxois;Duccio Fanelli;Stefano Ruffo.
(2014)
Energy localization in nonlinear lattices.
Thierry Dauxois;Michel Peyrard.
Physical Review Letters (1993)
Entropy-driven transition in a one-dimensional system.
Thierry Dauxois;Michel Peyrard.
Physical Review E (1995)
Modulational instability: first step towards energy localization in nonlinear lattices
Isabelle Daumont;Thierry Dauxois;Michel Peyrard.
Nonlinearity (1997)
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