A two-parameter class of time-stepping algorithms for nonlinear structural dynamics is investigated. What sets the present method apart from other concurrent algorithms is the fact that it can be used to some advantage in sequential machines as well. Thus, substantial speed-ups are obtained on a single processor as the number of subdomains is increased. An additional O(p) speed-up is obtained when p processors are utilized. The test case discussed is being repeated for a mesh comprising four times as many elements, in an effort to understand how the large scale asymptotic speed-ups are attained. A three dimensional example involving finite deformations and free body motions is also being pursued. A code optimized for concurrency in the Alli...
The Parallel Implicit Time-integration Algorithm (PITA) is among a very limited number of time-integ...
A parallel adaptive dynamic relaxation (ADR) algorithm has been developed for nonlinear structural a...
A new implicit algorithm for time step integration of finite element structural dynamic equations is...
During the 70's and 80's, considerable effort was devoted to developing efficient and reliable time ...
A family of algorithms was outlined which would appear to be particularly well-suited for implementa...
This research addresses the time history analysis of structures subjected to dynamic loads using hig...
Techniques are discussed for the implementation and improvement of vectorization and concurrency in ...
A new class of algorithms for transient finite element analysis which is amenable to an efficient im...
[[abstract]]In the area of crash impact, research is urgently required on the development and evalua...
A computational procedure is presented for the nonlinear dynamic analysis of unsymmetric structures ...
In this paper a new parallel algorithm for nonlinear transient dynamic analysis of large structures ...
The accuracy of a new class of concurrent, procedures for transient finite element analysis is exami...
In this research, a concurrent and domain-by-domain algorithm developed for the solution of transien...
The aim was to study the solution of transient finite element problems on the Transputer system of p...
The principal objective of this research is to develop, test, and implement coarse-grained, parallel...
The Parallel Implicit Time-integration Algorithm (PITA) is among a very limited number of time-integ...
A parallel adaptive dynamic relaxation (ADR) algorithm has been developed for nonlinear structural a...
A new implicit algorithm for time step integration of finite element structural dynamic equations is...
During the 70's and 80's, considerable effort was devoted to developing efficient and reliable time ...
A family of algorithms was outlined which would appear to be particularly well-suited for implementa...
This research addresses the time history analysis of structures subjected to dynamic loads using hig...
Techniques are discussed for the implementation and improvement of vectorization and concurrency in ...
A new class of algorithms for transient finite element analysis which is amenable to an efficient im...
[[abstract]]In the area of crash impact, research is urgently required on the development and evalua...
A computational procedure is presented for the nonlinear dynamic analysis of unsymmetric structures ...
In this paper a new parallel algorithm for nonlinear transient dynamic analysis of large structures ...
The accuracy of a new class of concurrent, procedures for transient finite element analysis is exami...
In this research, a concurrent and domain-by-domain algorithm developed for the solution of transien...
The aim was to study the solution of transient finite element problems on the Transputer system of p...
The principal objective of this research is to develop, test, and implement coarse-grained, parallel...
The Parallel Implicit Time-integration Algorithm (PITA) is among a very limited number of time-integ...
A parallel adaptive dynamic relaxation (ADR) algorithm has been developed for nonlinear structural a...
A new implicit algorithm for time step integration of finite element structural dynamic equations is...