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The Institute of Theoretical and Applied Mechanics
15
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1.
(75)
Original version of the author's contribution as presented on CD, . :
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DAMAGE IDENTIFICATION OF DYNAMICALLY LOADED STRUCTURES: METHODOLOGY AND MODAL PROPERTIES STUDY
Lehký, D.
;
Frantík, P.
The paper is focused on damage identification of dynamically loaded structures using methods of soft computing including artificial intelligence. The damage and variabili [...]
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2.
(75)
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PDF
MULTI-OBJECTIVE IDENTIFICATION OF MATERIAL PARAMETERS
Lepš, M.
The problem of an inverse analysis occurs in many engineering tasks. The task itself has several different forms and can be solved by a variety of methods. In this paper, [...]
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3.
(75)
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RHEOLOGICAL CHARACTERISATION OF LDPE MATERIALS BY MEANS OF DIFFERENTIAL CONSTITUTIVE EQUATIONS
Pivokonský, R.
;
Filip, P.
For rheological description of branched LDPE melts (Escorene LD165BW1 a Bralen RB0323) the following differential constitutive equations were used: eXtended Pom-Pom, Phan [...]
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4.
(76)
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OSCILLATOR WITH HERTZ'S MODEL OF SOFT IMPACTS
Peterka, František
Abstrakt: Dynamic properties of the mechanical system with one degree of freedom containing soft stop are investigated. Dynamical impact model respects the non-linearity [...]
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5.
(76)
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Factors influencing the accuracy of the measured stress-strain curves of elastomers
Lasota, T.
;
Burša, J.
This article deals with three different factors which can influence the accuracy of the stress-strain data of elastomers measured with a biaxial testing rig. In terms of [...]
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6.
(77)
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Identification of carbon steel constitutive equations in the semi-solid state
Řídký, R.
;
Kotrbáček, P.
Abstrakt:
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7.
(77)
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Identification of microplane model parameters from experiments in uniaxial compression
Kučerová, A.
;
Zeman, J.
In this paper we present an identification method of microplane model parameters from results of experiments in a uniaxial deformation on concrete. Novelties are usage of [...]
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8.
(77)
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Deformation analysis of an inflated cylindrical membrane of composite with rubber matrix reinforced by textile cords
Marvalová, B.
;
Tran, H.N.
We present the orthotropic hyperelastic material model for numerical simulation of the loading of the cylindrical membrane. The coefficients of strain energy function of [...]
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9.
(79)
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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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10.
(80)
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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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11.
(80)
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BONE TISSUE MODELLING BASED ON THE ORTHOTROPIC MICROPOLAR CONTINUUM
Rosenberg, Josef
;
Nováček, Vit
Abstrakt: The paper deals with the bone tissue modelling as a micropolar continuum. Isotropic and orthotropic constitutive relations were used for the description of the [...]
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12.
(81)
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A NUMERICAL MODEL FOR QUASI-BRITTLE MATERIALS
Vorel, J.
;
Sýkora, J.
Complex analysis of massive historical structures that takes into account all geometrical details is still not computationally feasible. Instead, either coupled or uncoup [...]
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13.
(86)
Original version of the author's contribution as presented on CD, , page 125. :
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Influence of gripping method in biaxial testing of soft biological tissues
Slažanský, M.
;
Polzer, S.
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14.
(93)
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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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15.
(100)
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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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