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Author

Louis Guillot

Observed names: Guillot, Louis, Louis, Guillot
Observed institutions: École Normale Supérieure Paris-Saclay, Centre National de la Recherche Scientifique, The University of Melbourne, Aix-Marseille Université, Laboratoire de Mécanique et d’Acoustique, Centrale Méditerranée
ORCID: 0000-0003-1067-7018
Observed ORCID: 0000-0003-1067-7018
OpenAlex ID: A5010976749
A purely frequency based Floquet-Hill formulation for the efficient stability computation of periodic solutions of ordinary differential systems
2020 · Louis Guillot, Arnaud Lazarus, et al. · Journal of Computational Physics · 91
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Comparison of two algorithms for Harmonic Balance and path continuation
2019 · Lukas Woiwode, Nidish Narayanaa Balaji, et al. · Mechanical Systems and Signal Processing · 89
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A Taylor series-based continuation method for solutions of dynamical systems
2019 · Louis Guillot, Bruno Cochelin, et al. · Nonlinear Dynamics · 80
A generic and efficient Taylor series–based continuation method using a quadratic recast of smooth nonlinear systems
2019 · Louis Guillot, Bruno Cochelin, et al. · International Journal for Numerical Methods in Engineering · 70
Backbone curves, Neimark-Sacker boundaries and appearance of quasi-periodicity in nonlinear oscillators: application to 1:2 internal resonance and frequency combs in MEMS
2021 · Giorgio Gobat, Louis Guillot, et al. · Meccanica · 59
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Continuation of quasi-periodic solutions with two-frequency Harmonic Balance Method
2017 · Louis Guillot, Pierre Vigué, et al. · Journal of Sound and Vibration · 52
Numerical continuation of a physical model of brass instruments: Application to trumpet comparisons
2020 · Vincent Fréour, Louis Guillot, et al. · The Journal of the Acoustical Society of America · 26
Influence of the "Ghost Reed" Simplification on the Bifurcation Diagram of a Saxophone Model
2019 · Tom Colinot, Louis Guillot, et al. · Acta acustica united with Acustica · 25
Continuation of periodic solutions of various types of delay differential equations using asymptotic numerical method and harmonic balance method
2019 · Louis Guillot, Christophe Vergez, et al. · Nonlinear Dynamics · 16
Parameter identification of a physical model of brass instruments by constrained continuation
2022 · Vincent Fréour, Louis Guillot, et al. · Acta Acustica · 10
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Investigation of Quasi-Periodic Solutions in Nonlinear Oscillators Featuring Internal Resonance
2021 · Giorgio Gobat, Attilio Frangi, et al. · NODYCON conference proceedings series · 1
Comparison of ANM and Predictor-Corrector Method to Continue Solutions of Harmonic Balance Equations
2019 · Lukas Woiwode, Nidish Narayanaa Balaji, et al. · Conference proceedings of the Society for Experimental Mechanics · 1
A marked renewal process model for the size of a honey bee colony
2016 · Xia, Aihua, Huggins, Richard M., et al. · arXiv (Cornell University) · 1
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Continuation of Quasi-periodic Solutions With Two-frequency Harmonic Balance Method
2016 · Louis Guillot, Pierre Vigué, et al. · VII European Congress on Computational Methods in Applied Sciences and Engineering · 1
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Recherches et musiques au LMA
2023 · Jacques, Charton, Tom, Colinot, et al. · HAL
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Numerical continuation of periodic solutions with constraints: application to a physical model of wind musical instrument
2022 · Fréour, Vincent, Guillot, Louis, et al. · HAL
Confrontation de résultats numériques avec l’évaluation perceptive de trompettistes
2022 · Fréour, Vincent, Guillot, Louis, et al. · HAL AMU
Constrained continuation of a physical model of brass instrument
2021 · Vincent Fréour, Louis Guillot, et al. · The Journal of the Acoustical Society of America
On a quadratic formalism for the continuation of the solutions of dynamical systems and their bifurcations : applications to reed instruments
2020 · Louis Guillot · theses.fr (ABES)
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Recherches et Musiques au Laboratoire de Mécanique et d'Acoustique
2020 · Jacques Chatron, Tom Colinot, et al.
Recherches et Musique au LMA
2020 · Chatron, Jacques, Colinot, Tom, et al. · HAL AMU
Continuation of a brass instrument model with constraints: towards a fit of numerical and experimental results
2020 · Fréour, Vincent, Guillot, Louis, et al. · HAL
A Taylor series based continuation method for equilibrium, periodic, quasi-periodic and transient solutions of dynamical systems
2019 · Guillot, Louis, Cochelin, Bruno, et al. · HAL
Computing nonlinear modes of geometrically nonlinear structures
2019 · Cochelin, Bruno, Guillot, Louis, et al. · HAL
A Taylor series based continuation method for the periodic solutions of a wide range of dynamical systems
2019 · Guillot, Louis, Cochelin, Bruno, et al. · HAL
Works count: 28
Citation count: 522
H-index: 10
I10-index: 10
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