A talk at GTC2013, including the .pdfThis talk will demonstrate an implementation of the Total Lagrangian Explicit Dynamic finite element formulation in CUDA. As this method was originally developed for very soft tissues, it is in full compliance to geometric, material and loading nonlinearities and achieves significant speedups over industry-proven solutions while retaining accuracy. Intricacies of parallel TLED implementation and comparisons to conventional FE codes are provided as well as a short introduction into the background of this numerical tool. Learn the details and benefits of mathematically reformulating an FE problem towards parallelization and subsequently implementing/optimizing the algorithm in CUDA. - See more at: http://...
Finite element (FE) simulations are increasingly valuable in assessing and improving the performance...
This report presents the results of a preliminary investigation into using abstract specifications o...
The Explicit Finite Element Method is a powerful tool in nonlinear dynamic finite element analysis. ...
This talk will demonstrate an implementation of the Total Lagrangian Explicit Dynamic finite element...
Learn about the challenges of parallelizing a Finite Element problem using the Total Lagrangian Expl...
As the presence of finite element implementations on General Purpose Graphics Processing Units (GPGP...
As the Finite Element method is becoming more pervasive in scientific and engineering endeavors, the...
Abstract Elastically deformable models have found applications in various areas ranging from mechani...
A finite element code is developed in which all computational expensive steps are performed on a gra...
The use of biomechanical modelling, especially in conjunction with finite element analysis, has beco...
An approach is developed to perform explicit time domain finite element simulations of elastodynamic...
Elastically deformable models have found applications in various areas ranging from mechanical scien...
We present an implementation of a nonlinear explicit, displacement-based finite element code and its...
Elastically deformable models have found applications in various areas ranging from mechanical scien...
Purpose: NiftySim, an open-source finite element toolkit, has been designed to allow incorporation o...
Finite element (FE) simulations are increasingly valuable in assessing and improving the performance...
This report presents the results of a preliminary investigation into using abstract specifications o...
The Explicit Finite Element Method is a powerful tool in nonlinear dynamic finite element analysis. ...
This talk will demonstrate an implementation of the Total Lagrangian Explicit Dynamic finite element...
Learn about the challenges of parallelizing a Finite Element problem using the Total Lagrangian Expl...
As the presence of finite element implementations on General Purpose Graphics Processing Units (GPGP...
As the Finite Element method is becoming more pervasive in scientific and engineering endeavors, the...
Abstract Elastically deformable models have found applications in various areas ranging from mechani...
A finite element code is developed in which all computational expensive steps are performed on a gra...
The use of biomechanical modelling, especially in conjunction with finite element analysis, has beco...
An approach is developed to perform explicit time domain finite element simulations of elastodynamic...
Elastically deformable models have found applications in various areas ranging from mechanical scien...
We present an implementation of a nonlinear explicit, displacement-based finite element code and its...
Elastically deformable models have found applications in various areas ranging from mechanical scien...
Purpose: NiftySim, an open-source finite element toolkit, has been designed to allow incorporation o...
Finite element (FE) simulations are increasingly valuable in assessing and improving the performance...
This report presents the results of a preliminary investigation into using abstract specifications o...
The Explicit Finite Element Method is a powerful tool in nonlinear dynamic finite element analysis. ...