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12 (0,192s)

Result

Growth and remodelling of microcontinua

This contribution treats the theory of growth and remodelling, as presented and unified by DiCarlo. Here an attempt is made to generalize the theory for the microcontinuum. In the first part the model of microcontinuum is outlined, ...

JI - Kompositní materiály

  • 2004
  • D
Result

Bone as a microcontinuum

This article introduces the modelling of bones as the linear micropolar continuum. Several numerical examples are presented, showing the influence of the microstructure on the stress distribution....

JI - Kompositní materiály

  • 2001
  • D
Result

Bone modelling by microcontinuum

The article introduces basic relations describing a microcontinuum, resp. its special case - isotropic or orthotropic micropolar continuum. As an example of using this theory we present the bone tissue modelling. Numerical results conclude t...

BO - Biofyzika

  • 2002
  • D
Result

Microcontinuum approach in biomechanical modeling

The living organs consist of tissues characterized by the hierarchical, very complex inner structure. One of theories taking this account is the microcontinuum theory elaborated by Eringen. The corresponding mathematical formulation is rathe...

JI - Kompositní materiály

  • 2003
  • Jx
Result

Radial deformations and numerical modelling of urinary organs

In the present paper a microcontinuum model of biological tissues has been studied and has been applied to two-dimensional geometries. In case of radial deformations analytical solving and two different numerical methods have been performed....

JJ - Ostatní materiály

  • 2002
  • D
Result

Femur modelling based on the micropolar continuum approach

The paper deals with the femur modelling as a micropolar continuum with orthotropic material properties on macroscale and isotropic on microscale. Compact and spongy bone tissue were distinguished. Femur under single force load was studied....

BO - Biofyzika

  • 2002
  • D
Result

Two-scales hyperelastic models

We describe a hyperelastic body at two scales: (macro) material points become (micro) deformable particles whose deformation either minimizes their elastic energies or is fixed. Application concerns the large deformations of a thick, spherical shell....

JJ - Ostatní materiály

  • 2003
  • D
Result

Hyperelastic models of living tissues based on the microcontinual approach

Considering material points as deformable particles either minimizing their (micro) elastic energies or holding fixed deformation, it hits qualitative and quantitative differences between mechanical behaviour of living and dead urethral wall tissue.....

JJ - Ostatní materiály

  • 2002
  • D
Result

On the micromorphic continua

The purpose of this paper is to give a brief summary on the micromorphic continuum theory as regarded by different authors. The attention is paid, above all, to averaging process, i.e. how the introduction of the new degrees of freedom influences the...

BE - Teoretická fyzika

  • 2006
  • D
Result

Elastic cylinder with microstructure

This paper is concerned with the modelling of a microstretch elastic solids. In contrast to the classical theory of continuum, the points of the microstretch material can also rotate and deform independently of their translations. The microstructure ...

BO - Biofyzika

  • 2006
  • D
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