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Anne-Marie Van-Hirtum


Directeur de recherche
Téléphone :+33438622976 otherwise
 Na strange 1379 number.
Other : 5
Courriel : Anne-Marie.Van-Hirtum or 651138442 no-reply(A)gmail.com and legi.cnrs.fr
Courriel (bis) : Annemie.Van-Hirtum(A)legi.cnrs.fr
Bureau :Piole115.
Manager : 85
 G103
Équipe : EDT

Voir en ligne : Annemie Van Hirtum WebPage

Annemie VAN HIRTUM

CNRS researcher

My main research interest comprises the study (modeling, experiment and simulation) of moderate Reynolds number flows and aero-acoustics.

These flows are crucial to many applications, either natural or industrial. Common biomedical examples are human speech sound production, physiological flows, etc.

Information or contact : see my webpage

Publications

2022

Ahmad, M., Pelorson, X., Fernández, I. A., Guasch, O., & Van Hirtum, A. (2022). Low-strain effective Young’s modulus model and validation for multi-layer vocal fold based silicone specimens with inclusions. Journal of Applied Physics, 131(5), 054701.
Guasch, O., Van Hirtum, A., Fernández, I., & Arnela, M. (2022). Controlling chaotic oscillations in a symmetric two-mass model of the vocal folds. Chaos, Solitons and Fractals, .
Honda, T., Kanaya, M., Tokuda, I., Bouvet, A., Van Hirtum, A., & Pelorson, X. (2022). Experimental study on quasi-steady approximation of glottal flows. Journal of the Acoustical Society of America, 151(5), 3129.
Van Hirtum, A., Bouvet, A., Tokuda, I., & Pelorson, X. (2022). Dynamic vibration mode decomposition of auto-oscillating vocal fold replicas without and with vertical tilting. Journal of Sound and Vibration, 516.

2021

Ahmad, M., Bouvet, A., Pelorson, X., & Van Hirtum, A. (2021). Experimental And Theoretical Study Of Vocal Fold Replicas Elasticity Without And With Inclusions. In 27th international congress on sound and vibration. Prague, Czech Republic.
Ahmad, M., Bouvet, A., Pelorson, X., & Van Hirtum, A. (2021). Modeling and validation of the elasticity parameters of multi-layer specimens pertinent to silicone vocal fold replicas. International Journal of Mechanical Sciences, 208, 106685.
Ahmad, M., Pelorson, X., & Van Hirtum, A. (2021). Quantifying The Elasticity Of Mechanical Vocal Folds Replicas. In Proc. 12th Int. MAVEBA workshop. Firenze, Italy.
Bouvet, A., Tokuda, I., Pelorson, X., & Van Hirtum, A. (2021). Imaging of auto-oscillating vocal folds replicas with left–right level difference due to angular asymmetry. Biomedical Signal Processing and Control, 63, 102154.
Van Hirtum, A., Pelorson, X., & Tokuda, I. (2021). Vibration Mode Decomposition From High-Speed Imaging Of Auto-Oscillating Vocal Fold Replicas Without And With Vertical Tilting. In 12th International MAVEBA workshop (International Workshop on Models and Analysis of Vocal Emissions for Biomedical Applications ). Firenze, Italy.

2020

Bouvet, A., Pelorson, X., & Van Hirtum, A. (2020). Airflow driven fluid–structure interaction subjected to aqueous-based liquid spraying. Physics of Fluids, 32(8), 081901.
Bouvet, A., Pelorson, X., & Van Hirtum, A. (2020). Influence of water spraying on an oscillating channel. Journal of Fluids and Structures, 93, 102840.
Bouvet, A., Tokuda, I., Pelorson, X., & Van Hirtum, A. (2020). Influence of level difference due to vocal folds angular asymmetry on auto-oscillating replicas. Journal of the Acoustical Society of America, 147(2), 1136–1145.
Lucero, J., Pelorson, X., & Van Hirtum, A. (2020). Phonation threshold pressure at large asymmetries of the vocal folds. Biomedical Signal Processing and Control, .
Yamada, T., Maezono, H., Nozaki, K., Hayashi, M., Matsui, T., Kuwano, S., et al. (2020). Measurement of air-, bone-and teeth-conducted threshold levels by pure tone audiometry. In Inter-Noise. Seoul, South Korea.
Yoshinaga, T., Van Hirtum, A., Nozaki, K., & Wada, S. (2020). Acoustic modeling of fricative /s/ for an oral tract with rectangular cross-sections. Journal of Sound and Vibration, , 115337.

2019

Blandin, R., Van Hirtum, A., Pelorson, X., & Laboissière, R. (2019). Multimodal radiation impedance of a waveguide with arbitrary cross-sectional shape terminated in an infinite baffle. Journal of the Acoustical Society of America, 145(4), 2561–2564.
Bouvet, A., Amelot, A., Pelorson, X., Maeda, S., & Van Hirtum, A. (2019). External lighting and sensing photoglottography: Characterization and MSePGG algorithm. Biomedical Signal Processing and Control, 51, 318–327.
Lucero, J. C., Pelorson, X., & Van Hirtum, A. (2019). Vocal fold oscillators at large asymmetries. In Proc. 11th MAVEBA Workshop (pp. 145–148). Firenze, Italy.
Pelorson, X., Bouvet, A., & Van Hirtum, A. (2019). Theoretical and experimental modeling of lesions of the vocal folds. In Proc. 11th MAVEBA Workshop (pp. 153–156). Firenze, Italy.
Pelorson, X., Van Hirtum, A., & Bouvet, A. (2019). Physical study of mid membranous lesions of the vocal fold. In Proc. 4th workshop on soft tissue modeling. Glasgow, United Kingdom.
Pont, A., Guasch, O., Baiges, J., Codina, R., & Van Hirtum, A. (2019). Computational aeroacoustics to identify sound sources in the generation of sibilant /s/. International Journal for Numerical Methods in Biomedical Engineering, .
Van Hirtum, A., Bouvet, A., & Pelorson, X. (2019). Quantifying the auto-oscillation complexity following water spraying with interest for phonation. Physical Review E, 100(4).
Van Hirtum, A., Bouvet, A., & Pelorson, X. (2019). Study of the influence of water spraying on an ongoing fluid-structure interaction: application to the role of vocal folds surface hydration in phonation. In 4th workshop on soft tissue modelling. Glasgow, United Kingdom.
Van Hirtum, A., Bouvet, A., Pelorson, X., & Tokuda, I. (2019). Physical study of the influence of left-right vocal folds angular asymmetry on phonation. In 11th MAVEBA Workshop (pp. 149–152). Proc. 11th MAVEBA Workshop. Firenze, Italy.

2018

Blandin, R., Van Hirtum, A., Pelorson, X., & Laboissière, R. (2018). The effect on vowel directivity patterns of higher order propagation modes. Journal of Sound and Vibration, 432, 621–632.
Van Hirtum, A., Bouvet, A., & Pelorson, X. (2018). Pressure drop for adiabatic air-water flow through a time-varying constriction. Physics of Fluids, 30(10).