Wyniki wyszukiwania dla: BONE IMPLANT COSSERAT CONTINUUM MICROPOLAR ELASTICITY NUMERICAL SIMULATION FINITE ELEMENT METHOD - MOST Wiedzy

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Wyniki wyszukiwania dla: BONE IMPLANT COSSERAT CONTINUUM MICROPOLAR ELASTICITY NUMERICAL SIMULATION FINITE ELEMENT METHOD

Wyniki wyszukiwania dla: BONE IMPLANT COSSERAT CONTINUUM MICROPOLAR ELASTICITY NUMERICAL SIMULATION FINITE ELEMENT METHOD

  • Linear Micropolar Elasticity Analysis of Stresses in Bones Under Static Loads

    Publikacja

    We discuss the finite element modeling of porous materials such as bones using the linear micropolar elasticity. In order to solve static boundary-value problems, we developed new finite elements, which capture the micropolar behavior of the material. Developed elements were implemented in the commercial software ABAQUS. The modeling of a femur bone with and without implant under various stages of healing is discussed in details

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  • Two- and three-dimensional elastic networks with rigid junctions: modeling within the theory of micropolar shells and solids

    Publikacja

    - ACTA MECHANICA - Rok 2019

    For two- and three-dimensional elastic structures made of families of flexible elastic fibers undergoing finite deformations, we propose homogenized models within the micropolar elasticity. Here we restrict ourselves to networks with rigid connections between fibers. In other words, we assume that the fibers keep their orthogonality during deformation. Starting from a fiber as the basic structured element modeled by the Cosserat...

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  • Numerical Methods

    Kursy Online
    • P. Sypek
    • M. Rewieński

    Numerical Methods: for Electronics and Telecommunications students, Master's level, semester 1 Instructor: Michał Rewieński, Piotr Sypek Course description: This course provides an introduction to computational techniques for the simulation and modeling of a broad range of engineering and physical systems. Concepts and methods discussed are widely illustrated by various applications including modeling of integrated circuits,...

  • Finite Element Method

    Kursy Online
    • B. Sobczyk
    • M. Malikan

    Item Name : Finite Element Method- Abaqus learning Field of study : Civil Engineering Faculty : Faculty of Civil and Environmental Engineering Education level : Second degree studies Form of studies : Full-time studies Year of studies : 1 Study semester : 2 Start of the semester : November 2021 Academic year of the course : 2021/2022 Form of classes : Lecture, Laboratory

  • Wpływ wysokiej osteotomii piszczelowej na mechanikę stawu kolanowego

    Publikacja

    W rozprawie podjęto próbę weryfikacji wpływu zabiegu chirurgicznego wysokiej osteotomii piszczelowej na mechanikę stawu kolanowego. Po wykonanym przeglądzie literatury, postawiono trzy hipotezy, które poddano weryfikacji na drodze badań numerycznych. Otrzymane wyniki zwalidowano poprzez badania nacisków powierzchniowych występujących w stawach kolanowych świni domowej, prowadzonych na maszynie do jednoosiowego ściskania. Praca...

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  • Finite Element Method Applications - winter 2022/2023

    Kursy Online
    • W. Witkowski
    • A. Sabik
    • B. Sobczyk
    • S. Burzyński
    • Ł. Pyrzowski

    Finite Element Method Applications - summer 2022/2023 Seminar.

  • Finite Element Method Applications - summer 2022/2023

    Kursy Online
    • W. Witkowski
    • A. Sabik
    • B. Sobczyk
    • S. Burzyński
    • Ł. Pyrzowski

    Finite Element Method Applications - summer 2022/2023 Seminar.

  • Finite Element Method Applications - winter 2023/2024

    Kursy Online
    • W. Witkowski
    • A. Sabik
    • B. Sobczyk
    • Ł. Pyrzowski

    Finite Element Method Applications - winter 2022/2023 Seminar.

  • Finite Element Method Applications 2023/2024 Summer

    Kursy Online
    • B. Sobczyk

    Finite Element Method Applications - summer semester 2023/2024 Seminar.

  • An isogeometric finite element formulation for frictionless contact of Cosserat rods with unconstrained directors

    Publikacja

    - COMPUTATIONAL MECHANICS - Rok 2022

    This paper presents an isogeometric finite element formulation for nonlinear beams with impenetrability constraints, based on the kinematics of Cosserat rods with unconstrained directors. The beam cross-sectional deformation is represented by director vectors of an arbitrary order. For the frictionless lateral beam-to-beam contact, a surface-to-surface contact algorithm combined with an active set strategy and a penalty method...

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  • A coupled constitutive model for fracture in plain concrete based on continuum theory with non-local softening and eXtended Finite Element Method

    The paper presents a constitutive model for concrete which combines a continuous and discontinuous fracture description. In a continuum regime, two different constitutive laws were used. First, a plasticity model with a Rankine failure criterion and an associated fl ow rule was used. Second, a constitutive law based on isotropic damage mechanics was formulated. In order to capture the width of a localized zone and to obtain mesh-independent...

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  • Multi-core and Multiprocessor Implementation of Numerical Integration in Finite Element Method

    The paper presents techniques for accelerating a numerical integration process which appears in the Finite Element Method. The acceleration is achieved by taking advantages of multi-core and multiprocessor devices. It is shown that using multi-core implementation with OpenMP and a GPU acceleration using CUDA architecture allows one to achieve the speedups by a factor of 5 and 10 on a CPU and GPUs, respectively.

  • A Review: Applications of the Spectral Finite Element Method

    The Spectral Finite Element Technique (SFEM) has Several Applications in the Sciences, Engineering, and Mathematics, which will be Covered in this Review Article. The Spectral Finite Element Method (SFEM) is a Variant of the Traditional Finite Element Method FEM that Makes use of Higher Order Basis Functions (FEM). One of the most Fundamental Numerical Techniques Employed in the Numerical Simulation is the SFEM, which Outperforms...

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  • Mechanical model of fascia-implant structure. Finite element simulation.

    Publikacja

    - Rok 2012

    Praca dotyczy modelowania i symulacji syntetycznych implantów chirurgicznych stosowanych w leczeniu przepulin brzusznych metodą laparoskowpową. Prponowane są modele matematyczne a ich prawidłowość weryfikowana jest na podstawie badań doświadczalnych zachowania się modeli fizycznych wszczepionych implantów pod wpływem obciążeń wynikających z fizjologii człowieka. Nakreślona jest metodologia oceny trwałości połączenia siatki chirurgicznej...

  • Robert Bogdanowicz dr hab. inż.

    Robert Bogdanowicz received his Ph.D. degree with honours in Electronics from the Gdansk University of Technology. He worked as a post-doc researcher in Ernst-Moritz-Arndt-Universität Greifswald Institut für Physik. He has initiated optical emission imaging of muti-magnetron pulsed plasma and contributed to the development of antibacterial implant coatings deposited by high-power impulse magnetron sputtering. He moved back to...

  • Finite Element Method - winter 2022/2023

    Kursy Online
    • W. Witkowski
    • B. Sobczyk
    • M. Miśkiewicz
    • Ł. Pyrzowski

    Civil Engineering, Studia Stacjonarne II Stopień, II semestr

  • Finite Element Method - winter 2023/2024

    Kursy Online
    • W. Witkowski
    • B. Sobczyk
    • M. Miśkiewicz
    • Ł. Pyrzowski

    Civil Engineering, Studia Stacjonarne II Stopień, II semestr

  • Wideband Macromodels in Finite Element Method

    This letter proposes a novel projection technique for accelerating Finite Element Method simulations. The algorithm is based on the Second-order Arnoldi Method for Passive Order Reduction (SAPOR). It involves generation of two projection bases and thanks to this it is applicable to the systems of equations, which contain the quadratic frequency-dependence in the input term, that arise when projection is applied locally in the selected...

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  • Simulation of unsteady flow over floodplain using the diffusive wave equation and the modified finite element method

    We consider solution of 2D nonlinear diffusive wave equation in a domain temporarily covered by a layer of water. A modified finite element method with triangular elements and linear shape functions is used for spatial discretization. The proposed modification refers to the procedure of spatial integration and leads to a more general algorithm involving a weighting parameter. The standard finite element method and the finite difference...

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  • GPU-accelerated finite element method

    Publikacja

    In this paper the results of the acceleration of computations involved in analysing electromagnetic problems by means of the finite element method (FEM), obtained with graphics processors (GPU), are presented. A 4.7-fold acceleration was achieved thanks to the massive parallelization of the most time-consuming steps of FEM, namely finite-element matrix-generation and the solution of a sparse system of linear equations with the...

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