Abstract:The sound spectra obtained in a synthetic larynx exhibited subharmonic tones that are characteristic for diplophonia. Although the generation of subharmonics is commonly associated with asymmetrically oscillating vocal folds, the synthetic elastic vocal folds showed symmetrical oscillations. The amplitudes of the subharmonics decreased with an increasing lateral diameter of the supraglottal channel, which indicates a strong dependence of the supraglottal boundary conditions. Investigations of the supraglottal … Show more
“…The results of the aerodynamical investigations show that the inclusion of the VT leads to a reduced phonation threshold pressure in combination with a decreased flow rate. This confirmed the already reported facilitation of the vocal fold oscillation by the VT [32,40].…”
Section: Discussionsupporting
confidence: 91%
“…The detected reduction of the subglottal pressure and the volume flow rate for the configurations with VT replica in comparison to the configuration without VT shows that the phonation is facilitated by the VT. The reason for the reduced oscillation thresholds between configurations with and without VT is the decrease of pressure immediately downstream of vocal folds due to the channel effect as already reported in Kniesburges et al [32,40]. Figure 5 depicts the SPL for the realistic and simplified VT replicas that were measured with the experimental setup for each subject.…”
Section: Oscillation Frequency and Mean Subglottal Pressurementioning
confidence: 65%
“…The connection of the VT replicas to the excitation source was realized with a mounting adapter, as shown in Figure 3. As an excitation source, a synthetic larynx model was used that includes two synthetic vocal folds made of silicone rubber as used in other studies [32,[39][40][41]. Their geometry was derived from the M5 model as proposed by Scherer et al [42] and Thomson et al [43].…”
Voiced speech is the result of a fluid-structure-acoustic interaction in larynx and vocal tract (VT). Previous studies show a strong influence of the VT on this interaction process, but are limited to individually obtained VT geometries. In order to overcome this restriction and to provide a more general VT replica, we computed a simplified, averaged VT geometry for the vowel /a/. The basis for that were MRI-derived cross-sections along the straightened VT centerline of six professional tenors. The resulting mean VT replica, as well as realistic and simplified VT replicas of each tenor were 3D-printed for experiments with silicone vocal folds that show flow-induced oscillations. Our results reveal that all replicas, including the mean VT, reproduce the characteristic formants with mean deviations of 12% when compared with the subjects' audio recordings. The overall formant structure neither is impaired by the averaging process, nor by the simplified geometry. Nonetheless, alterations in the broadband, non-harmonic portions of the sound spectrum indicate changed aerodynamic characteristics within the simplified VT. In conclusion, our mean VT replica shows similar formant properties as found in vivo. This indicates that the mean VT geometry is suitable for further investigations of the fluid-structure-acoustic interaction during phonation.
“…The results of the aerodynamical investigations show that the inclusion of the VT leads to a reduced phonation threshold pressure in combination with a decreased flow rate. This confirmed the already reported facilitation of the vocal fold oscillation by the VT [32,40].…”
Section: Discussionsupporting
confidence: 91%
“…The detected reduction of the subglottal pressure and the volume flow rate for the configurations with VT replica in comparison to the configuration without VT shows that the phonation is facilitated by the VT. The reason for the reduced oscillation thresholds between configurations with and without VT is the decrease of pressure immediately downstream of vocal folds due to the channel effect as already reported in Kniesburges et al [32,40]. Figure 5 depicts the SPL for the realistic and simplified VT replicas that were measured with the experimental setup for each subject.…”
Section: Oscillation Frequency and Mean Subglottal Pressurementioning
confidence: 65%
“…The connection of the VT replicas to the excitation source was realized with a mounting adapter, as shown in Figure 3. As an excitation source, a synthetic larynx model was used that includes two synthetic vocal folds made of silicone rubber as used in other studies [32,[39][40][41]. Their geometry was derived from the M5 model as proposed by Scherer et al [42] and Thomson et al [43].…”
Voiced speech is the result of a fluid-structure-acoustic interaction in larynx and vocal tract (VT). Previous studies show a strong influence of the VT on this interaction process, but are limited to individually obtained VT geometries. In order to overcome this restriction and to provide a more general VT replica, we computed a simplified, averaged VT geometry for the vowel /a/. The basis for that were MRI-derived cross-sections along the straightened VT centerline of six professional tenors. The resulting mean VT replica, as well as realistic and simplified VT replicas of each tenor were 3D-printed for experiments with silicone vocal folds that show flow-induced oscillations. Our results reveal that all replicas, including the mean VT, reproduce the characteristic formants with mean deviations of 12% when compared with the subjects' audio recordings. The overall formant structure neither is impaired by the averaging process, nor by the simplified geometry. Nonetheless, alterations in the broadband, non-harmonic portions of the sound spectrum indicate changed aerodynamic characteristics within the simplified VT. In conclusion, our mean VT replica shows similar formant properties as found in vivo. This indicates that the mean VT geometry is suitable for further investigations of the fluid-structure-acoustic interaction during phonation.
“…Besides excised larynges, synthetic vocal fold models with silicone vocal folds were carried out with the focus on the glottal insufficiency (Park and Mongeau, 2008;Kirmse et al, 2010;Kniesburges et al, 2013Kniesburges et al, , 2016. Pickup and Thomson (2009) and Zhang et al (2012) investigated asymmetric vocal fold oscillations with a silicone model.…”
Section: Introductionmentioning
confidence: 99%
“…Pickup and Thomson (2009) and Zhang et al (2012) investigated asymmetric vocal fold oscillations with a silicone model. Such models can mimic specific physiological and disordered motion patterns of the vocal folds for which they have been developed for and are therefore well-established in voice science (Zhang et al, 2004;Thomson et al, 2005;Park and Mongeau, 2008;Kirmse et al, 2010;Murray and Thomson, 2012;Kniesburges et al, 2013Kniesburges et al, , 2016Van Hirtum and Pelorson, 2017;Motie-Shirazi et al, 2019;Taylor et al, 2019;Romero et al, 2020). However, both ex vivo and synthetic larynx models are restricted regarding the spatial resolution of the measuring data of fluid flow, the vocal fold dynamics, and their interaction.…”
For the clinical analysis of underlying mechanisms of voice disorders, we developed a numerical aeroacoustic larynx model, called simVoice, that mimics commonly observed functional laryngeal disorders as glottal insufficiency and vibrational left-right asymmetries. The model is a combination of the Finite Volume (FV) CFD solver Star-CCM+ and the Finite Element (FE) aeroacoustic solver CFS++. simVoice models turbulence using Large Eddy Simulations (LES) and the acoustic wave propagation with the perturbed convective wave equation (PCWE). Its geometry corresponds to a simplified larynx and a vocal tract model representing the vowel /a/. The oscillations of the vocal folds are externally driven. In total, 10 configurations with different degrees of functional-based disorders were simulated and analyzed. The energy transfer between the glottal airflow and the vocal folds decreases with an increasing glottal insufficiency and potentially reflects the higher effort during speech for patients being concerned. This loss of energy transfer may also have an essential influence on the quality of the sound signal as expressed by decreasing sound pressure level (SPL), Cepstral Peak Prominence (CPP), and Vocal Efficiency (VE). Asymmetry in the vocal fold oscillations also reduces the quality of the sound signal. However, simVoice confirmed previous clinical and experimental observations that a high level of glottal insufficiency worsens the acoustic signal quality more than oscillatory left-right asymmetry. Both symptoms in combination will further reduce the quality of the sound signal. In summary, simVoice allows for detailed analysis of the origins of disordered voice production and hence fosters the further understanding of laryngeal physiology, including occurring dependencies. A current walltime of 10 h/cycle is, with a prospective increase in computing power, auspicious for a future clinical use of simVoice.
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