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The Institute of Theoretical and Applied Mechanics
27
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1.
(75)
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Comparison of two possible approaches to inverse Laplace transform applied to wave problems
Adámek, V.
;
Valeš, F.
When the method of integral transforms is used for solving the system of PDEs describing a wave problem solved, one has to overcome the problem of inverse transform. This [...]
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2.
(75)
Original version of the author's contribution as presented on CD, , page 129. :
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Elastic wave propagation in nonhomogeneous media: A solution using the 2.5D meshless MLPG approach in the frequency domain
Staňák, P.
;
Sládek, V.
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3.
(75)
Original version of the author's contribution as presented on CD, . :
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RANDOM RESPONSE OF ONE-DIMENSIONAL STRUCTURE WITH NON-PROPORTIONAL DAMPING DUE TO WIND EXCITATION
Náprstek, J.
;
Hračov, S.
Slender structures exposed to wind influences are subjected to a random component of the pressure generated by a fluctuation part of the wind velocity. The structure it [...]
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4.
(75)
Original version of the author's contribution as presented on CD, BIO. :
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Pulse wave velocity propagation in arteries and use for diagnostics of abdominal aortic aneurysm
Děťák, M.
;
Burša, J.
This article describes methods for computing pulse wave velocity propagation through artery wall and usage for an asymptomatic abdominal aneurysm diagnosis. The methods u [...]
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5.
(76)
Original version of the author's contribution as presented on CD, paper. :
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Numerical and experimental modelling of the elastic wave propagation in the shaft with offsets. Affecting of measurements by transducer’s presence
Morávka, Š.
Abstrakt:
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6.
(76)
Original version of the author's contribution as presented on CD, , page 145. :
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One-dimensional mathematical model of oil extraction process in a continuous screw press
Voldřich, J.
;
Očenášek, J.
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7.
(76)
Original version of the author's contribution as presented on CD, , page 171. :
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A model of wave propagation in homogenized Biot medium with dual porosity
Rohan, E.
;
Naili, S.
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8.
(76)
Original version of the author's contribution as presented on CD, SOL. :
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On interpolation of homogenized coefficients for analysis of large deformation
Rohan, E.
The paper deals with the method of interpolation of the homogenized effective material parameters which are computed by solving local microscopic boundary value problems. [...]
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9.
(76)
Original version of the author's contribution as presented on CD, . :
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CRACK PROPAGATION CRITERIA FOR THE CRACK TERMINATING ON THE INTERFACE OF A THIN ORTHOTROPIC LAYER AND AN ORTHOTROPIC SUBSTRATE
Ševeček, O.
;
Kotoul, M.
The contribution discusses possible approach for the formulation of fracture criteria for the general stress concentrators – especially a surface crack terminating at t [...]
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10.
(76)
Original version of the author's contribution as presented on CD, FLU. :
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Approximation of velocity distribution in open channel flow
Ivanova, I. S.
;
Kysela, B.
The paper deals with approximation of spatial distribution of mean downstream velocity of sub-critical turbulent flow in an open rectangular channel with rough bed. New f [...]
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11.
(76)
Original version of the author's contribution as presented on CD, SOL. :
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Experiences with the isogeometric analysis in structural mechanics
Rypl, D.
;
Patzák, B.
The aim of this paper is to share with its readers the early experiences of its authors related to the implementation, use, and performance of the isogeometric analysis a [...]
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12.
(77)
Original version of the author's contribution as presented on CD, , page 55. :
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Component-wise partitioned finite element method for wave propagation and dynamic contact problems
Kolman, R
;
Park, K.
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13.
(77)
Original version of the author's contribution as presented on CD, SOL. :
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Laser-generated ultrasound in solids
Blaháček, M.
;
Bajgar, V.
To better understand ultrasonic wave propagation in thin-wall structures (e.g. glass or composite plates) and to evaluate physical properties of the structure material, n [...]
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14.
(77)
Original version of the author's contribution as presented on CD, . :
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ESTIMATION OF CRITICAL VALUES FOR CRACK PROPAGATION FROM SHARP V-NOTCH
Majer, Z.
;
Knésl, Z.
The aim of this paper is to investigate the beginnings of crack propagation from sharp V-notches. Stress distribution around the tip of a V-notch is described on the basi [...]
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15.
(78)
Original version of the author's contribution as presented on CD, . :
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Numerical Schemes for Curvature Driven Level Set Equation
Handlovičová, A.
;
Mikula, K.
The regularized curvature driven level set equation is investigated in this paper esspecially from numerical analysis point of view. We present numerical methods based on [...]
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16.
(78)
Original version of the author's contribution as presented on CD, . :
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Propagation of Sound Waves in Enclosed Spaces – New Interval Perturbation Methodology
Winkler-Skalna, A.
;
Skrzypczyk, J.
The aim of the paper is to present applications of the new interval algebraic system in acoustic problems. The modified algebraic system operates over specifically strict [...]
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17.
(78)
Original version of the author's contribution as presented on CD, . :
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One-dimensional mathematical model of the flow through a collapsible tube with applications to blood flow through human vessels
Štembera, V.
;
Chlup, H.
The simulation of the fluid flow through elastic pipes has a great application in a blood flow through human vessels – investigation of such phenomena as an atherioscle [...]
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18.
(78)
Original version of the author's contribution as presented on CD, DYN. :
PDF
Dynamics of a railway vehicle with two bogies along direct waved railway
Siegl, J.
;
Švígler, J.
The paper is devoted to dynamical analysis of a railway vehicle motion along a direct waved railway. A mathematical model of this discrete multibody system that consists [...]
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19.
(78)
Original version of the author's contribution as presented on book, page 663. :
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THE EFFECT OF TURBULENCE ANISOTROPY ON PARTICLE DEPOSITION IN PARTICLE-LADEN CHANNEL FLOW
Volavý, J.
;
Jícha, M.
This work contains the study of turbulent particle-laden channel flow, in which the particles experience a drag force. The method used for simulation of the liquid phase [...]
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20.
(79)
Original version of the author's contribution as presented on CD, . :
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THE INFLUENCE OF THE MINDLIN’S BOUNDARY CONDITIONS ON WAVE PROPAGATION IN THICK ANISOTROPIC PLATE
Červená, O.
;
Hora, P.
This paper deals with analytical formulation of dispersion curves for stress waves in a free (001)-cut cubic and orthotropic plate. The direction of wave propagation is a [...]
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21.
(79)
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VERIFICATION OF NUMERICAL DISPERSION ANALYSIS BY A TWO CYLINDERS IMPACT PROBLEM
Gabriel, D.
;
Šraml, M.
The numerical dispersion of two-dimensional finite elements was studied. The outcome of this dispersion study was verified by the numerical and analytical solutions to [...]
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22.
(80)
Original version of the author's contribution as presented on CD, . :
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IDENTIFICATION OF PARAMETERS OF THE DYNAMIC MODEL OF THE REACTOR WWER 1000 SUPPORT CYLINDER BY SPECTRAL TUNING
Musil, A.
;
Hlaváč, Z.
The paper deals with the optimization of parameters (mass parameters of stiff bodies) of the dynamic model of the reactor WWER 1000 support cylinder. Within the model of [...]
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23.
(81)
Original version of the author's contribution as presented on CD, DYN. :
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A contribution to the sensitivity analysis and spectral tuning of the rotating systems
Zeman, V.
;
Hlaváč, Z.
This paper describes a sensitivity analysis and spectral tuning method of selected design parameters of the large rotating systems. The method is based on the system deco [...]
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24.
(82)
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Simulation models of vibration of one-dimensional continuum for time-domain analysis
Bubák, A.
Abstrakt:
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25.
(83)
Original version of the author's contribution as presented on CD, . :
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Dispersion properties of the plane quadratic finite elements in elastodymanics
Kolman, R.
The dispersion properties of the regular plane quadratic finite element used in the plane elastic wave propagation problems are presented and this finite element type is [...]
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26.
(86)
Original version of the author's contribution as presented on book, page 571. :
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MODELING OF DYNAMIC FRAGMENTATION: ONE-DIMENSIONAL CASE
Stránský, J.
;
Jirásek, M.
Dynamic fragmentation (disintegration of continuous body into smaller pieces under dynamic loading) is a physical phenomenon observed in many fields of engineering and sc [...]
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27.
(100)
Original version of the author's contribution as presented on CD, DYN. :
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Analysis of classical and spectral finite element spatial discretization in one-dimensional elastic wave propagation
Kolman, R.
;
Gabriel, D.
The spatial discretization of continuum by finite element method introduces the dispersion error to numerical solutions of stress wave propagation. For higher order fin [...]
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