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[nazev] => Estimation of stepwise crack propagation in ceramic laminates with strong interfaces
[nazev_orig] => Estimation of stepwise crack propagation in ceramic laminates with strong interfaces
[duvernost_udaju_id] => S
[popis] => The contribution deals with a description of the specific crack behaviour in the layered alumina-zirconia ceramic laminate. The main aim is to clarify crack behaviour in the compressive layer and provide computational tools for estimation of crack behaviour in the field of strong residual stresses. The crack propagation was investigated on the basis of linear elastic fracture mechanics.
[popis_orig] => The contribution deals with a description of the specific crack behaviour in the layered alumina-zirconia ceramic laminate. The main aim is to clarify crack behaviour in the compressive layer and provide computational tools for estimation of crack behaviour in the field of strong residual stresses. The crack propagation was investigated on the basis of linear elastic fracture mechanics.
[klicova_slova] => Ceramic laminates; crack behaviour; residual stresses; strain energy density factor; crack propagation direction.
[klicova_slova_orig] => Ceramic laminates; crack behaviour; residual stresses; strain energy density factor; crack propagation direction.
[url] => http://www.gruppofrattura.it/pdf/rivista/numero34/numero_34_art_12.pdf
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[schvalil_id] => 200135
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[vycet_osob] => NÁHLÍK, L.; ŠTEGNEROVÁ, K.; HUTAŘ, P.
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[poznamka] => https://www.fracturae.com/index.php/fis/article/view/IGF-ESIS.34.12
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[kod_doi] => 10.3221/IGF-ESIS.34.12
[kod_dspace] => 11012/180627
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[pocet_zaznamu] =>
[zverejneno] => 1
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[kategorie_nazev] => Publikační výsledky
[druh_nazev] => Článek WoS
[druh_popis] => Článek v odborném periodiku je obsažen v databázi Web of Science společností Thomson Reuters s příznakem „Article“, „Review“ nebo „Letter“
[stav] => Schválený
[vysledek_kategorie_id] => PV
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[upd_ts] => 2025-09-22
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[citace_text] => NÁHLÍK, L.; ŠTEGNEROVÁ, K.; HUTAŘ, P. Estimation of stepwise crack propagation in ceramic laminates with strong interfaces. Fracture and structural integrity, 2015, vol. 9, no. 34, p. 116-124. ISSN: 1971-8993.
[citace_html] => NÁHLÍK, L.; ŠTEGNEROVÁ, K.; HUTAŘ, P. Estimation of stepwise crack propagation in ceramic laminates with strong interfaces. Fracture and structural integrity, 2015, vol. 9, no. 34, p. 116-124. ISSN: 1971-8993.
[citace_rtf] =>
[citace_bibtex] => @article{BUT115652,
author="Luboš {Náhlík} and Kateřina {Štegnerová} and Pavel {Hutař}",
title="Estimation of stepwise crack propagation in ceramic laminates with strong interfaces",
journal="Fracture and structural integrity",
year="2015",
volume="9",
number="34",
pages="116--124",
doi="10.3221/IGF-ESIS.34.12",
url="http://www.gruppofrattura.it/pdf/rivista/numero34/numero_34_art_12.pdf"
}
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[poznamka_metriky] =>
[nazev_en] => Estimation of stepwise crack propagation in ceramic laminates with strong interfaces
[popis_en] => The contribution deals with a description of the specific crack behaviour in the layered alumina-zirconia ceramic laminate. The main aim is to clarify crack behaviour in the compressive layer and provide computational tools for estimation of crack behaviour in the field of strong residual stresses. The crack propagation was investigated on the basis of linear elastic fracture mechanics.
[klicova_slova_en] => Ceramic laminates; crack behaviour; residual stresses; strain energy density factor; crack propagation direction.
[vysledek_datum] => 2015-10-01T00:00:00+02:00
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[1] => Array
(
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[nazev] => Computational Modeling of Fiber Composites with Thick Fibers as Homogeneous Structures with Use of Couple Stress Theory
[nazev_orig] => Computational Modeling of Fiber Composites with Thick Fibers as Homogeneous Structures with Use of Couple Stress Theory
[duvernost_udaju_id] => S
[popis] => Unidirectional fibre-reinforced elastomers are investigated. A respective finite
strain model is formulated within the couple stress theory and a specific new form
of strain energy density is implemented for the three-dimensional finite element
analysis. The homogeneous anisotropic model is based on kinematics and
constitutive equations proposed by Spencer and Soldatos (2007) and includes
additional material parameter regulating bending stiffness of the material
regardless of its tensile stiffness. The procedure of determination of the additional
material parameter is offered for the case of simple beam under small strains.
Numerical simulations of four-point bending test are presented to demonstrate
advantage of the new model.
[popis_orig] => Unidirectional fibre-reinforced elastomers are investigated. A respective finite
strain model is formulated within the couple stress theory and a specific new form
of strain energy density is implemented for the three-dimensional finite element
analysis. The homogeneous anisotropic model is based on kinematics and
constitutive equations proposed by Spencer and Soldatos (2007) and includes
additional material parameter regulating bending stiffness of the material
regardless of its tensile stiffness. The procedure of determination of the additional
material parameter is offered for the case of simple beam under small strains.
Numerical simulations of four-point bending test are presented to demonstrate
advantage of the new model.
[klicova_slova] => hyperelasticity, anisotropy, fibre composite, Cosserat continuum, finite element method
[klicova_slova_orig] => hyperelasticity, anisotropy, fibre composite, Cosserat continuum, finite element method
[url] => http://www.springer.com/us/book/9783319200064
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[odpovedny_utvar_id] => 20928
[odpovedny_utvar_nazev] => NCK MESTEC - sekce mechaniky těles a mechatroniky
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[originalni_jazyk] => en
[schvalil_id] => 148195
[schvaleno] => 2015-09-03
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[znamka] =>
[kategorie_nazev] => Publikační výsledky
[druh_nazev] => Kapitola, resp. kapitoly v odborné knize
[druh_popis] => Kapitola, resp. kapitoly v odborné knize
[stav] => Schválený
[vysledek_kategorie_id] => PV
[vysledek_system_kategorie_id] => PU
[vysledek_stav_id] => 3
[vlozil] => Informační systém Automat
[upravil] => Informační systém Automat
[ins_uid] => 999999
[upd_uid] => 999999
[ins_ts] => 2025-09-22
[upd_ts] => 2025-09-22
[status] => 9
[identifikator] => ISBN 978-3-319-20007-1
[identifikator_popis] => ISBN - Design and Analysis of Reinforced Fiber Composites
[riv_dodavka_id] => 1287
[riv_dodavka_oznaceni] => RIV16-GA0-26210___
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[citace_text] => FEDOROVA, S. Computational Modeling of Fiber Composites with Thick Fibers as Homogeneous Structures with Use of Couple Stress Theory. In Design and Analysis of Reinforced Fiber Composites. Pedro V. Marcal, Nobuki Yamagata. 2015. p. 25-47. ISBN: 978-3-319-20007-1.
[citace_html] => FEDOROVA, S. Computational Modeling of Fiber Composites with Thick Fibers as Homogeneous Structures with Use of Couple Stress Theory. In Design and Analysis of Reinforced Fiber Composites. Pedro V. Marcal, Nobuki Yamagata. 2015. p. 25-47. ISBN: 978-3-319-20007-1.
[citace_rtf] =>
[citace_bibtex] => @inbook{BUT115819,
author="Svitlana {Fedorova} and Tomáš {Lasota} and Jiří {Burša}",
title="Computational Modeling of Fiber Composites with Thick Fibers as Homogeneous Structures with Use of Couple Stress Theory",
booktitle="Design and Analysis of Reinforced Fiber Composites",
year="2015",
series="Pedro V. Marcal, Nobuki Yamagata",
edition="1",
pages="25--47",
doi="10.1007/978-3-319-20007-1",
isbn="978-3-319-20007-1",
url="http://www.springer.com/us/book/9783319200064"
}
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[poznamka_metriky] =>
[nazev_en] => Computational Modeling of Fiber Composites with Thick Fibers as Homogeneous Structures with Use of Couple Stress Theory
[popis_en] => Unidirectional fibre-reinforced elastomers are investigated. A respective finite
strain model is formulated within the couple stress theory and a specific new form
of strain energy density is implemented for the three-dimensional finite element
analysis. The homogeneous anisotropic model is based on kinematics and
constitutive equations proposed by Spencer and Soldatos (2007) and includes
additional material parameter regulating bending stiffness of the material
regardless of its tensile stiffness. The procedure of determination of the additional
material parameter is offered for the case of simple beam under small strains.
Numerical simulations of four-point bending test are presented to demonstrate
advantage of the new model.
[klicova_slova_en] => hyperelasticity, anisotropy, fibre composite, Cosserat continuum, finite element method
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)
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(
[vysledek_id] => 115878
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[nazev] => Application of couple-stress theory for description of large strain bending of fibre composites
[nazev_orig] => Application of couple-stress theory for description of large strain bending of fibre composites
[duvernost_udaju_id] => S
[popis] => Unidirectional fibre-reinforced elastomers are investigated. A respective finite strain model was formulated within the couple-stress theory and implemented for three-dimensional finite element analysis.
[popis_orig] => Unidirectional fibre-reinforced elastomers are investigated. A respective finite strain model was formulated within the couple-stress theory and implemented for three-dimensional finite element analysis.
[klicova_slova] => hyperelasticity; anisotropy; fibre composite; couple stress; finite element method
[klicova_slova_orig] => hyperelasticity; anisotropy; fibre composite; couple stress; finite element method
[url] => http://events.mercatura.pt/iccs18/iccs18proceedingsbook.pdf
[oecd_obor_id] => 10302
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[odpovedny_utvar_nazev] => Ústav mechaniky těles, mechatroniky a biomechaniky
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[nadrazena_soucast_nazev] => Fakulta strojního inženýrství
[originalni_jazyk] => en
[schvalil_id] => 148195
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[citace_text] => FEDOROVA, S.; LASOTA, T.; BURŠA, J. Application of couple-stress theory for description of large strain bending of fibre composites. 2015. p. 148-148.
[citace_html] => FEDOROVA, S.; LASOTA, T.; BURŠA, J. Application of couple-stress theory for description of large strain bending of fibre composites. 2015. p. 148-148.
[citace_rtf] =>
[citace_bibtex] => @misc{BUT115878,
author="Svitlana {Fedorova} and Tomáš {Lasota} and Jiří {Burša}",
title="Application of couple-stress theory for description of large strain bending of fibre composites",
year="2015",
pages="148--148",
url="http://events.mercatura.pt/iccs18/iccs18proceedingsbook.pdf",
note="Abstract"
}
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[oecd_tree_obor_nazev] => 1.3 Physical sciences
[oecd_tree_podobor_id] => 10302
[oecd_tree_podobor_nazev] => Condensed matter physics (including formerly solid state physics, supercond.)
[poznamka_metriky] =>
[nazev_en] => Application of couple-stress theory for description of large strain bending of fibre composites
[popis_en] => Unidirectional fibre-reinforced elastomers are investigated. A respective finite strain model was formulated within the couple-stress theory and implemented for three-dimensional finite element analysis.
[klicova_slova_en] => hyperelasticity; anisotropy; fibre composite; couple stress; finite element method
[vysledek_datum] => 2015-06-14T00:00:00+02:00
)
[3] => Array
(
[vysledek_id] => 115879
[vysledek_druh_id] => ABSTR
[ex_vysledek_id] => 115165
[vysledek_rok] => 2014
[nazev] => Applicability of simplified models of abdominal aortic aneurysms
[nazev_orig] => Applicability of simplified models of abdominal aortic aneurysms
[duvernost_udaju_id] => S
[popis] => In the paper stress distributions calculated on the basis of different finite element (FE) models of AAAs are compared to assess the acceptable simplifications. The simple quasi-linear constitutive model without residual stresses and without taking unloaded shape into account can offer acceptable results for simple geometrical shapes but is not applicable for credible evaluation of stresses in patient specific models of AAAs.
[popis_orig] => In the paper stress distributions calculated on the basis of different finite element (FE) models of AAAs are compared to assess the acceptable simplifications. The simple quasi-linear constitutive model without residual stresses and without taking unloaded shape into account can offer acceptable results for simple geometrical shapes but is not applicable for credible evaluation of stresses in patient specific models of AAAs.
[klicova_slova] => Soft tissue; Finite element method; Residual stresses; Laplace law
[klicova_slova_orig] => Soft tissue; Finite element method; Residual stresses; Laplace law
[url] =>
[oecd_obor_id] => 10610
[odpovedny_utvar_id] => 157
[odpovedny_utvar_nazev] => Ústav mechaniky těles, mechatroniky a biomechaniky
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[nadrazena_soucast_zkratka] => FSI
[nadrazena_soucast_nazev] => Fakulta strojního inženýrství
[originalni_jazyk] => en
[schvalil_id] => 88708
[schvaleno] => 2018-02-07
[vykazovat_riv] => 1
[vykazovat_riv_zmeny] => 1
[slozka_id] =>
[posledni_diagnostika] =>
[vycet_osob] => MAN, V.; NOVÁK, K.; POLZER, S.; BURŠA, J.
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[vysledek_system_kategorie_id] => PU
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[vlozil] => Informační systém Automat
[upravil] => Informační systém Automat
[ins_uid] => 999999
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[ins_ts] => 2025-09-22
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[identifikator] =>
[identifikator_popis] =>
[riv_dodavka_id] => 1287
[riv_dodavka_oznaceni] => RIV16-GA0-26210___
[riv_dodavka_rok] => 2016
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[citace_text] => MAN, V.; NOVÁK, K.; POLZER, S.; BURŠA, J. Applicability of simplified models of abdominal aortic aneurysms. Barcelona: 2014. 2 p.
[citace_html] => MAN, V.; NOVÁK, K.; POLZER, S.; BURŠA, J. Applicability of simplified models of abdominal aortic aneurysms. Barcelona: 2014. 2 p.
[citace_rtf] =>
[citace_bibtex] => @misc{BUT115879,
author="Vojtěch {Man} and Kamil {Novák} and Stanislav {Polzer} and Jiří {Burša}",
title="Applicability of simplified models of abdominal aortic aneurysms",
year="2014",
pages="2",
address="Barcelona",
note="Abstract"
}
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[popis_en] => In the paper stress distributions calculated on the basis of different finite element (FE) models of AAAs are compared to assess the acceptable simplifications. The simple quasi-linear constitutive model without residual stresses and without taking unloaded shape into account can offer acceptable results for simple geometrical shapes but is not applicable for credible evaluation of stresses in patient specific models of AAAs.
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[popis_orig] => The paper deals with a more accurate algorithm how to introduce residual stresses into computational models of abdominal aoprtic aneurysms and to improve the prediction of their rupture in this way.
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[citace_text] => POLZER, S.; BURŠA, J.; MAN, V. ALGORITHM FOR INTRODUCING RESIDUAL STRESSES INTO FINITE ELEMENT MODELS OF ANEURYSMS. Prague: 2015. 1 p.
[citace_html] => POLZER, S.; BURŠA, J.; MAN, V. ALGORITHM FOR INTRODUCING RESIDUAL STRESSES INTO FINITE ELEMENT MODELS OF ANEURYSMS. Prague: 2015. 1 p.
[citace_rtf] =>
[citace_bibtex] => @misc{BUT115880,
author="Stanislav {Polzer} and Jiří {Burša} and Vojtěch {Man}",
title="ALGORITHM FOR INTRODUCING RESIDUAL STRESSES INTO FINITE ELEMENT MODELS OF ANEURYSMS",
year="2015",
pages="1",
address="Prague",
note="Abstract"
}
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[citace_rtf] =>
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[nazev] => Continuum-based modeling approaches to cell mechanics.
[nazev_orig] => Continuum-based modeling approaches to cell mechanics.
[duvernost_udaju_id] => S
[popis] => The quantitative study of cell mechanics is of paramount interest, since it regulates the behavior of the living cells in response to the myriad of extracellular and intracellular mechanical stimuli. The novel experimental techniques together with robust computational approaches have given rise to new theories and models, which describe cell mechanics as combination of biomechanical and biochemical processes. This review paper
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salient features and drawbacks of each model are discussed from both structural and biological points of view. This discussion can contribute to the development of even more precise and realistic computational models of cell mechanics based on continuum approaches or on their combination with microstructural approaches,
which in turn may provide a better understanding of mechanotransduction in living cells.
[popis_orig] => The quantitative study of cell mechanics is of paramount interest, since it regulates the behavior of the living cells in response to the myriad of extracellular and intracellular mechanical stimuli. The novel experimental techniques together with robust computational approaches have given rise to new theories and models, which describe cell mechanics as combination of biomechanical and biochemical processes. This review paper
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[citace_text] => BANSOD, Y.; BURŠA, J. Continuum-based modeling approaches to cell mechanics. World Academy of Science, Engineering and Technology, 2015, vol. 2, no. 9, p. 1202-1213. ISSN: 1307-6892.
[citace_html] => BANSOD, Y.; BURŠA, J. Continuum-based modeling approaches to cell mechanics. World Academy of Science, Engineering and Technology, 2015, vol. 2, no. 9, p. 1202-1213. ISSN: 1307-6892.
[citace_rtf] =>
[citace_bibtex] => @article{BUT115976,
author="Yogesh Deepak {Bansod} and Jiří {Burša}",
title="Continuum-based modeling approaches to cell mechanics.",
journal="World Academy of Science, Engineering and Technology",
year="2015",
volume="2",
number="9",
pages="1202--1213",
issn="1307-6892"
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[nazev_en] => Continuum-based modeling approaches to cell mechanics.
[popis_en] => The quantitative study of cell mechanics is of paramount interest, since it regulates the behavior of the living cells in response to the myriad of extracellular and intracellular mechanical stimuli. The novel experimental techniques together with robust computational approaches have given rise to new theories and models, which describe cell mechanics as combination of biomechanical and biochemical processes. This review paper
encapsulates the existing continuum-based computational approaches that have been developed for interpreting the mechanical responses of living cells under different loading and boundary conditions. The
salient features and drawbacks of each model are discussed from both structural and biological points of view. This discussion can contribute to the development of even more precise and realistic computational models of cell mechanics based on continuum approaches or on their combination with microstructural approaches,
which in turn may provide a better understanding of mechanotransduction in living cells.
[klicova_slova_en] => Cell mechanics, computational models, continuum approach, mechanical models
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[duvernost_udaju_id] => S
[popis] => Applications of tensegrity principle for modelling of cytoskeleton of living cells is described in another related paper by the same authors. Here an overview of computational models of mechanical behaviour of whole cells is presented, from the simplest continuous ones up to hybrid models, and their advantages and drawbacks are analysed. In hybrid models, discrete tensegrity models of cytoskeleton are combined with continuum models of cytoplasm, nucleus and cell membrane to create prestressed finite element models of eukaryotic cells. Results obtained at various levels of complexity of the tensegrity structure are presented and compared. These models are capable to simulate different mechanical tests with isolated cells; they should be capable to simulate the transmission of mechanical stimuli from the extracellular medium (exoskeleton) onto the controlling organelles
inside the cell (nucleus and/or centrosome) and in this way to contribute to understanding of mechanotransduction process in these cells.
[popis_orig] => Applications of tensegrity principle for modelling of cytoskeleton of living cells is described in another related paper by the same authors. Here an overview of computational models of mechanical behaviour of whole cells is presented, from the simplest continuous ones up to hybrid models, and their advantages and drawbacks are analysed. In hybrid models, discrete tensegrity models of cytoskeleton are combined with continuum models of cytoplasm, nucleus and cell membrane to create prestressed finite element models of eukaryotic cells. Results obtained at various levels of complexity of the tensegrity structure are presented and compared. These models are capable to simulate different mechanical tests with isolated cells; they should be capable to simulate the transmission of mechanical stimuli from the extracellular medium (exoskeleton) onto the controlling organelles
inside the cell (nucleus and/or centrosome) and in this way to contribute to understanding of mechanotransduction process in these cells.
[klicova_slova] => Cell mechanics, computational models, continuum approach, mechanical models
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[identifikator] => ISBN 978-84-942844-5-8
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[citace_text] => BURŠA, J.; BANSOD, Y. Models of Living Cells on the Basis of Tensegrity Structures. In 6th World Conference on Structural Contral and Monitoring. Barcelona, Spain.: 6th World Conference on Structural Control and Monitoring (6WCSCM)., 2014. p. 140-146. ISBN: 978-84-942844-5-8.
[citace_html] => BURŠA, J.; BANSOD, Y. Models of Living Cells on the Basis of Tensegrity Structures. In 6th World Conference on Structural Contral and Monitoring. Barcelona, Spain.: 6th World Conference on Structural Control and Monitoring (6WCSCM)., 2014. p. 140-146. ISBN: 978-84-942844-5-8.
[citace_rtf] =>
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author="Yogesh Deepak {Bansod} and Jiří {Burša}",
title="Models of Living Cells on the Basis of Tensegrity Structures.",
booktitle="6th World Conference on Structural Contral and Monitoring.",
year="2014",
pages="140--146",
publisher="6th World Conference on Structural Control and Monitoring (6WCSCM).",
address="Barcelona, Spain.",
isbn="978-84-942844-5-8"
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[nazev_en] => Models of Living Cells on the Basis of Tensegrity Structures.
[popis_en] => Applications of tensegrity principle for modelling of cytoskeleton of living cells is described in another related paper by the same authors. Here an overview of computational models of mechanical behaviour of whole cells is presented, from the simplest continuous ones up to hybrid models, and their advantages and drawbacks are analysed. In hybrid models, discrete tensegrity models of cytoskeleton are combined with continuum models of cytoplasm, nucleus and cell membrane to create prestressed finite element models of eukaryotic cells. Results obtained at various levels of complexity of the tensegrity structure are presented and compared. These models are capable to simulate different mechanical tests with isolated cells; they should be capable to simulate the transmission of mechanical stimuli from the extracellular medium (exoskeleton) onto the controlling organelles
inside the cell (nucleus and/or centrosome) and in this way to contribute to understanding of mechanotransduction process in these cells.
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[popis] => The cytoskeleton plays a vital role in defining the mechanical behavior of cell subjected to external mechanical stimuli. The cellular tensegrity model views the cytoskeleton as a reticulated mechanical structure, where the tensile prestress generated by actomyosin filaments is balanced internally via compression-supporting stuctures such as microtubules and externally via extracellular matrix. The 3D finite element model of vascular smooth muscle cell (VSMC) presented here is based on hybrid modelling approach, where the cytoplasm and the nucleus (violet) are modelled using continuum approach and the cytoskeleton is modelled using microstructural approach. The structural arrangement and elastic properties of the constituents of the cytoskeletal network are based on the experimental observations and measurements respectively and are obtained from the literature. The non-contractile actin cortex underneath the plasma membrane is modelled using shell elements, the actin bundles (light blue) located at cell periphery are modelled as prestressed link elements, the microtubules (green) in star-like shape originating from the centrosome to the cortex are modelled using beam elements, and the dense network of intermediate filaments (red) in perinuclear region are also modelled using link elements in tension but active only at large deformations. Thus, the computational model presented here is optimized to achieve more reliable results by taking into consideration the inherent nature of individual filament type and their structural arrangement in the cell.
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[citace_html] => BANSOD, Y.; BURŠA, J. Computational model of vascular smooth muscle cell. Vranovska Ves, Czech Republic.: XXIII Cytoskeletal Club, Veterinary Research Institute, Masaryk University., 2015.
[citace_rtf] =>
[citace_bibtex] => @misc{BUT116082,
author="Yogesh Deepak {Bansod} and Jiří {Burša}",
title="Computational model of vascular smooth muscle cell.",
year="2015",
publisher="XXIII Cytoskeletal Club, Veterinary Research Institute, Masaryk University.",
address="Vranovska Ves, Czech Republic.",
note="Abstract"
}
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[popis_en] => The cytoskeleton plays a vital role in defining the mechanical behavior of cell subjected to external mechanical stimuli. The cellular tensegrity model views the cytoskeleton as a reticulated mechanical structure, where the tensile prestress generated by actomyosin filaments is balanced internally via compression-supporting stuctures such as microtubules and externally via extracellular matrix. The 3D finite element model of vascular smooth muscle cell (VSMC) presented here is based on hybrid modelling approach, where the cytoplasm and the nucleus (violet) are modelled using continuum approach and the cytoskeleton is modelled using microstructural approach. The structural arrangement and elastic properties of the constituents of the cytoskeletal network are based on the experimental observations and measurements respectively and are obtained from the literature. The non-contractile actin cortex underneath the plasma membrane is modelled using shell elements, the actin bundles (light blue) located at cell periphery are modelled as prestressed link elements, the microtubules (green) in star-like shape originating from the centrosome to the cortex are modelled using beam elements, and the dense network of intermediate filaments (red) in perinuclear region are also modelled using link elements in tension but active only at large deformations. Thus, the computational model presented here is optimized to achieve more reliable results by taking into consideration the inherent nature of individual filament type and their structural arrangement in the cell.
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[citace_text] => BANSOD, Y.; BURŠA, J. Tensigrity Models of Mechanical Behaviour of Living Cell. Spicak, Czech Republic.: Computational Mechanics 2013 Conference; University of West Bohemia, Pilsen 2013, 2014.
[citace_html] => BANSOD, Y.; BURŠA, J. Tensigrity Models of Mechanical Behaviour of Living Cell. Spicak, Czech Republic.: Computational Mechanics 2013 Conference; University of West Bohemia, Pilsen 2013, 2014.
[citace_rtf] =>
[citace_bibtex] => @misc{BUT116083,
author="Yogesh Deepak {Bansod} and Jiří {Burša}",
title="Tensigrity Models of Mechanical Behaviour of Living Cell.",
year="2014",
publisher="Computational Mechanics 2013 Conference; University of West Bohemia, Pilsen 2013",
address="Spicak, Czech Republic.",
note="Abstract"
}
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[duvernost_udaju_id] => S
[popis] => Ingber proposed tensegrity model for cytoskeleton which viewed actin filaments as tension supporting cables and microtubules as compression-supporting struts. In present model the tensed membrane skeleton is constructed out of polyhedron and consists of cross-linked microfilaments only. Microtubules, modelled as discrete compression members, emerge from centrosome, have unequal lengths and form a star shape. Intermediate filaments are modelled as springs in tension, tangential to nucleoskeleton and spread throughout intracellular region. In this way various more realistic computational cellular tensegrity models could be designed for better understanding of cellular mechanics.
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[citace_html] => BANSOD, Y.; BURŠA, J. Computational Model of Cytoskeleton Based on Tensegrity Principle. Vranovska Ves, Czech Republic.: XXII Cytoskeletal Club, Veterinary Research Institute, Masaryk University., 2014.
[citace_rtf] =>
[citace_bibtex] => @misc{BUT116086,
author="Yogesh Deepak {Bansod} and Jiří {Burša}",
title="Computational Model of Cytoskeleton Based on Tensegrity Principle",
year="2014",
publisher="XXII Cytoskeletal Club, Veterinary Research Institute, Masaryk University.",
address="Vranovska Ves, Czech Republic.",
note="Abstract"
}
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[nazev_en] => Computational Model of Cytoskeleton Based on Tensegrity Principle
[popis_en] => Ingber proposed tensegrity model for cytoskeleton which viewed actin filaments as tension supporting cables and microtubules as compression-supporting struts. In present model the tensed membrane skeleton is constructed out of polyhedron and consists of cross-linked microfilaments only. Microtubules, modelled as discrete compression members, emerge from centrosome, have unequal lengths and form a star shape. Intermediate filaments are modelled as springs in tension, tangential to nucleoskeleton and spread throughout intracellular region. In this way various more realistic computational cellular tensegrity models could be designed for better understanding of cellular mechanics.
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[citace_text] => BANSOD, Y.; BURŠA, J. Computational model of intracelluar structure for simulation of mechanical tests of cells. Barcelona, Spain: 11th World Congress on Computational Mechanics (WCCM)., 2014.
[citace_html] => BANSOD, Y.; BURŠA, J. Computational model of intracelluar structure for simulation of mechanical tests of cells. Barcelona, Spain: 11th World Congress on Computational Mechanics (WCCM)., 2014.
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author="Yogesh Deepak {Bansod} and Jiří {Burša}",
title="Computational model of intracelluar structure for simulation of mechanical tests of cells",
year="2014",
publisher="11th World Congress on Computational Mechanics (WCCM).",
address="Barcelona, Spain",
note="Abstract"
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booktitle="6th World Conference on Structural Control and Monitoring (6WCSCM)",
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pages="3317--3326",
publisher="6th World Conference on Structural Control and Monitoring (6WCSCM).",
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[title] => PRACTICAL ASPECT OF BIAXIAL TESTING OF VASCULAR TISSUE
[typ] => PV
[year] => 2015
[id_vav] => 115881
)
[6] => Array
(
[quotations] => BANSOD, Y.; BURŠA, J.
[title] => Continuum-based modeling approaches to cell mechanics.
[typ] => PV
[year] => 2015
[id_vav] => 115976
)
[7] => Array
(
[quotations] => BURŠA, J.; BANSOD, Y.
[title] => Models of Living Cells on the Basis of Tensegrity Structures.
[typ] => PV
[year] => 2014
[id_vav] => 116022
)
[8] => Array
(
[quotations] => BANSOD, Y.; BURŠA, J.
[title] => Computational model of vascular smooth muscle cell.
[typ] => PV
[year] => 2015
[id_vav] => 116082
)
[9] => Array
(
[quotations] => BANSOD, Y.; BURŠA, J.
[title] => Tensigrity Models of Mechanical Behaviour of Living Cell.
[typ] => PV
[year] => 2014
[id_vav] => 116083
)
[10] => Array
(
[quotations] => BANSOD, Y.; BURŠA, J.
[title] => Computational Model of Cytoskeleton Based on Tensegrity Principle
[typ] => PV
[year] => 2014
[id_vav] => 116086
)
[11] => Array
(
[quotations] => BANSOD, Y.; BURŠA, J.
[title] => Computational model of intracelluar structure for simulation of mechanical tests of cells
[typ] => PV
[year] => 2014
[id_vav] => 116122
)
[12] => Array
(
[quotations] => BANSOD, Y.; BURŠA, J.
[title] => Tensigrity Principle Based Computational Model of Cytoskeleton.
[typ] => PV
[year] => 2014
[id_vav] => 116147
)
[13] => Array
(
[quotations] => ŽATKO, M.
[title] => Aerodynamic loading acting on the stator vane in the variable nozzle turbine flow
[typ] => PV
[year] => 2015
[id_vav] => 116239
)
)
)