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The Institute of Theoretical and Applied Mechanics
22
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1.
(75)
Original version of the author's contribution as presented on CD, BIO. :
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Non-linear regression application in identification of hyperelastic constitutive models of soft tissues
Vajdák, M.
;
Burša, J.
Choice of a convenient constitutive model for computational modelling of soft tissues is an important assumption of model reliability. The optimal shape of constitutive e [...]
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2.
(76)
Original version of the author's contribution as presented on CD, BIO. :
PDF
1D modeling of the influence of velopharyngeal insufficiency on phonation of vowels
Radolf, V.
;
Vampola, T.
Velopharyngeal insufficiency is modeled in frequency domain by the transfer matrix method in connection with conical acoustical elements. The vocal tract is considered as [...]
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3.
(76)
Original version of the author's contribution as presented on CD, BIO. :
PDF
Acoustic analysis of velopharyngeal insufficiency
Vokřál, J.
;
Měřínská, S.
The aim of this study was to compare the approximate finite element model of acoustic spaces corresponding to the human adult male vocal tract and nasal cavity with the i [...]
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4.
(76)
Original version of the author's contribution as presented on CD, . :
PDF
HOMOGENIZATION APPLIED IN MODELLING SMOOTH MUSCLE TISSUE
Rohan, E.
Abstrakt: The paper deals with the homogenization method in the context of modelling biological tissues which undergo large deformation. The updated Lagrangian scheme is [...]
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5.
(76)
Original version of the author's contribution as presented on book, page 507. :
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NUMERICAL SIMULATION OF ACOUSTIC CHARACTERISTICS OF PROFESSIONAL VOICE BASED ON MRI AND ACOUSTIC MEASUREMENTS
Radolf, V.
;
Horáček, J.
Inverse method was used for numerical simulation of acoustic characteristics of a professional musical actor before and after vocal exercises. The geometrical data for a [...]
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6.
(77)
Original version of the author's contribution as presented on CD, . :
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ARTICULAR CARTILAGE INSTANTANEOUS LOADING RESPONSE
Hlaváček, M.
Articular cartilage is often modeled as a biphasic mixture (a solid porous matrix swollen by a fluid that may move slowly through the matrix pores). The anisotropic matri [...]
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7.
(77)
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THE POSSIBILITIES OF TUNING AND OPTIMISATION OF ACOUSTIC RESONANCE PROPERTIES OF THE HUMAN VOCAL TRACT
Radolf, V.
;
Vampola, T.
The paper deals with optimization process finding such geometrical form of acoustical cavities of the human supraglottal spaces which leads to excitation of predefined ac [...]
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8.
(78)
Original version of the author's contribution as presented on CD, . :
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SYNOVIAL FLUID FILTRATION BY ARTICULAR CARTILAGE UNDER CYCLICAL LOADING
Hlaváček, Miroslav
Abstrakt: The synovial film filtration by articular cartilage in the human ankle joint loaded by a cyclical loading (similar to that in walking) is analyzed. The cartilag [...]
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9.
(78)
Original version of the author's contribution as presented on CD, poster. :
PDF
Frequency response functions modelling of the human skull with simulation of brain tissue influence
Pešek, L.
;
Hendrych, P.
Abstrakt:
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10.
(80)
Original version of the author's contribution as presented on book, page 391. :
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ANALYSIS OF INFLUENCE OF VOCAL FOLD –VOCAL TRACT MODELS CONNECTION BY USING FEM
Matug, M.
;
Řehák, K.
The Source-filter theory does not take into account many important circumstances for generating of vowels, e.g. the effects of source on filter. One of these effects is i [...]
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11.
(81)
Original version of the author's contribution as presented on CD, . :
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IDENTIFICATION OF PARAMETERS OF CONSTITUTIVE MODELS FOR SOFT TISSUES FROM BIAXIAL TENSION TESTS
Zemánek, M.
;
Burša, J.
Soft tissues are pseudoelastic materials, modelled mostly as hyperelastic. In this theory, the non-linear relations between stress and strain components are described by [...]
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12.
(81)
Original version of the author's contribution as presented on CD, BIO. :
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Finite element model of male vocal tract considering clefting and interaction between hard palate and acoustic spaces
Dedouch, K.
;
Vampola, T.
Results of a voice numerical simulation using finite element (FE) model of acoustic spaces corresponding to the human vocal tract for English vowel / a / are presented. T [...]
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13.
(82)
Original version of the author's contribution as presented on CD, . :
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Modeling of vocal folds function in 2D
Hrůza, V.
During fonation the vocal folds are excited by air flow. This air is portioned by vocal folds into separated air bubbles. These are the cause of the source voice. It is o [...]
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14.
(82)
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Influence of geometric configuration of human vocal tract on phonation of Czech vowels
Vampola, T.
;
Horáček, J.
1D and 3D finite element models of supraglottal tract designed for Czech vowel / a / are analyzed. Performed modal analysis is focused on investigation of the influence o [...]
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15.
(83)
Original version of the author's contribution as presented on CD, paper. :
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Interaction of viscous incompressible fluid and elastic vocal folds
Damašek, A.
;
Burda, P.
Abstrakt:
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16.
(85)
Original version of the author's contribution as presented on CD, paper. :
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Measurement of the vocal-fold vibration
Horáček, J.
;
Klepáček, I.
Abstrakt:
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17.
(86)
Original version of the author's contribution as presented on CD, BIO. :
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Modelling of production of Czech formants by vocal folds model
Přikryl, K.
;
Mišun, V.
Acoustic speech output in humans is commonly considered to results from a combination of a source of sound energy (e.g. the larynx) modulated by a transfer (filter) funct [...]
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18.
(86)
Original version of the author's contribution as presented on CD, BIO. :
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Numerical simulation of self-oscillations of human vocal folds based on aeroelastic theory
Horáček, J.
;
Šidlof, P.
Linear two degrees of freedom aero-elastic system for modelling vibrations of human vocal folds was originally developed by which the physiological conditions for so-call [...]
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19.
(86)
Original version of the author's contribution as presented on CD, . :
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Transfer matrix method for the human vocal fold modelling
Radolf, V.
;
Vampola, T.
The model of the human vocal fold is created with transfer matrix method. The model is made from 32 cylindric or conic elements for Czech vowel /u/. The calculation is ca [...]
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20.
(87)
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COMPUTER MODELLING OF RELATIONS BETWEEN GLOTTAL AREA VARIATION AND SOUND PRESSURE LEVEL AT THE VIBRATING VOCAL FOLDS
Horáček, J.
;
Šidlof, P.
The radiated sound pressure level (SPL) during phonation is known to be mainly regulated by lung pressure and glottal resistance (adduction), at the glottal level. Few re [...]
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21.
(90)
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Fe model of the human vocall folds considering fluid structure interaction
Švancara, P.
;
Hrůza, V.
The study presents three-dimensional finite element (FE) model of flow induced oscillations of the human vocal folds in interaction with acoustic processes in the simplif [...]
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22.
(100)
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MODELLING OF THE VIBRATION PROPERTIES OF THE HUMAN VOCAL FOLDS
Vampola, T.
;
Klepáček, I.
A 3D finite element model of the human larynx including the vocal folds was developed. The model enables to take into account phonation position (tension and adduction) o [...]
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