The present work investigates the feasibility of nite element methods and topology optimization for unstructured meshes in massively parallel computer architectures, more speci cally on Graphics Processing Units or GPUs. Algorithms for every step in these methods are proposed and benchmarked with varied results. The ultimate goal of this work is to speed up the topology optimization process by means of parallel computing using o -the-shelf hardware. To further facilitate future application and deployment, a transparent massively parallel topology optimization code was written and tested. Examples are compared with both, a standard sequential version of the code, and a massively parallel version to better illustrate the advantages and disad...
The ongoing demand for better performing designs, has resulted in an increase in the complexity of t...
Recently, topology optimization has drawn interest from both industry and academia as the ideal desi...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/77094/1/AIAA-1994-1597-914.pd
Abstract The present work investigates the feasibility of finite element methods and topology optimi...
The present work investigates the feasibility of nite element methods and topology optimization for...
Free to read on the publishers website We present a Graphics Processing Unit (GPU) implementation of...
This paper proposes a well-suited strategy for High Performance Computing (HPC) of density-based top...
This report has been written to serve as an introduction to the basics of GPU computing for mechanic...
This work presents a parallel implementation of density-based topology optimization using distribute...
Evolutionary topology optimization of three-dimensional continuum structures is a computationally de...
Topology optimization has proven to be viable for use in the preliminary phases of real world design...
Topology optimization has proven to be viable for use in the preliminary phases of real world design...
Abstract. We show how the computational power and programmability of modern graphics processing unit...
The efficient solution of many large-scale scientific calculations depends on unstructured mesh stra...
Topology optimization is a valuable tool that can assist engineers in the design of many complex pro...
The ongoing demand for better performing designs, has resulted in an increase in the complexity of t...
Recently, topology optimization has drawn interest from both industry and academia as the ideal desi...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/77094/1/AIAA-1994-1597-914.pd
Abstract The present work investigates the feasibility of finite element methods and topology optimi...
The present work investigates the feasibility of nite element methods and topology optimization for...
Free to read on the publishers website We present a Graphics Processing Unit (GPU) implementation of...
This paper proposes a well-suited strategy for High Performance Computing (HPC) of density-based top...
This report has been written to serve as an introduction to the basics of GPU computing for mechanic...
This work presents a parallel implementation of density-based topology optimization using distribute...
Evolutionary topology optimization of three-dimensional continuum structures is a computationally de...
Topology optimization has proven to be viable for use in the preliminary phases of real world design...
Topology optimization has proven to be viable for use in the preliminary phases of real world design...
Abstract. We show how the computational power and programmability of modern graphics processing unit...
The efficient solution of many large-scale scientific calculations depends on unstructured mesh stra...
Topology optimization is a valuable tool that can assist engineers in the design of many complex pro...
The ongoing demand for better performing designs, has resulted in an increase in the complexity of t...
Recently, topology optimization has drawn interest from both industry and academia as the ideal desi...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/77094/1/AIAA-1994-1597-914.pd