The analysis of a biological structure with numerical methods based on engineering approach (i.e. Computational Solid Mechanics) is becoming more and more popular nowadays. The examination of complex, well reproduced biological structures (i.e. bone) is impossible to perform with a single workstation. The mesh for Finite Element Method (FEM) of the order of 106 is required for modeling a small piece of trabecular bone. The homogenization techniques could be used to solve this problem, but these methods require several assumptions and simplifications. Hence, effective analysis of a biological structure in a parallel environment is desirable. The software for structure simulation at cluster architecture are available; however, FEM generator i...
This thesis concerns the development, analysis, and computer implementation of mesh generation algor...
Finite Element Analysis (FEA) is a powerful tool for functional morphology purposes. The accuracy of...
Modeling and simulation of the skeletal muscles are usually solved using the Finite Element method (...
Three-dimensional (3-D) finite element (FE) modeling in orthopedics biomechanics has gained consider...
Several authors have employed Finite Element Analysis (FEA) for stress and strain analysis in orthop...
Most of the finite element models of bones used in orthopaedic biomechanics research are based on ge...
This paper deals with Finite Element (FE) modeling of human body structures. More specifically, it f...
Abstract—The focus of this contribution is on the par-allelization of the Finite Cell Method (FCM) a...
In the past decade computer models have become very popular in the field of biomechanics due to expo...
Numerical modeling of implants and specimens made from trabecular structures can be difficult and ti...
The geometric construction of finite element spaces suitable for complicated shapes or microstructur...
For the needs of computer simulation in the field of biomechanics using the finite element method, a...
As a new interdisciplinary research area, “image-based geometric modeling and mesh generation” integ...
This work presents a methodology to reconstruct 3D biological organs from image sequences or other s...
International audienceNumerous finite element (FE) models of the knee joint have been developed to i...
This thesis concerns the development, analysis, and computer implementation of mesh generation algor...
Finite Element Analysis (FEA) is a powerful tool for functional morphology purposes. The accuracy of...
Modeling and simulation of the skeletal muscles are usually solved using the Finite Element method (...
Three-dimensional (3-D) finite element (FE) modeling in orthopedics biomechanics has gained consider...
Several authors have employed Finite Element Analysis (FEA) for stress and strain analysis in orthop...
Most of the finite element models of bones used in orthopaedic biomechanics research are based on ge...
This paper deals with Finite Element (FE) modeling of human body structures. More specifically, it f...
Abstract—The focus of this contribution is on the par-allelization of the Finite Cell Method (FCM) a...
In the past decade computer models have become very popular in the field of biomechanics due to expo...
Numerical modeling of implants and specimens made from trabecular structures can be difficult and ti...
The geometric construction of finite element spaces suitable for complicated shapes or microstructur...
For the needs of computer simulation in the field of biomechanics using the finite element method, a...
As a new interdisciplinary research area, “image-based geometric modeling and mesh generation” integ...
This work presents a methodology to reconstruct 3D biological organs from image sequences or other s...
International audienceNumerous finite element (FE) models of the knee joint have been developed to i...
This thesis concerns the development, analysis, and computer implementation of mesh generation algor...
Finite Element Analysis (FEA) is a powerful tool for functional morphology purposes. The accuracy of...
Modeling and simulation of the skeletal muscles are usually solved using the Finite Element method (...