The Balanced Domain Decomposition (BDD) method and the Finite Element Tear-ing and Interconnecting (FETI) method are two commonly used non-overlapping do-main decomposition methods. Due to strong theoretical and numerical similarities, these two methods are generally considered as being equivalently efficient. However, for some particular cases, such as for structures with strong heterogeneities, FETI requires a large number of iterations to compute the solution compared to BDD. In this paper, the origin of the bad efficiency of FETI in these particular cases is traced back to poor initial estimates of the interface stresses. To improve the estimation of interface forces a novel strategy for splitting interface forces between neighbor-ing s...
Because of the exponential increase of computational resource requirement for numerical field simula...
The final step in the solution of contact problems of elasticity by FETI-based domain decomposition ...
The boundary integral equation for elasticity is valid for a single domain consisting of homogeneous...
The Balanced Domain Decomposition (BDD) method and the Finite Element Tear-ing and Interconnecting (...
Artículo de publicación ISIDomain decomposition methods often exhibit very poor performance when app...
Artículo de publicación ISIDomain decomposition methods often exhibit very poor performance when app...
The bottlenecks related to the numerical solution of many engineering problems are very dependent on...
This paper describes development of an improved computational algorithm based on finite element doma...
The bottlenecks related to the numerical solution of many engineering problems are very dependent on...
We describe a hybrid FETI (Finite Element Tearing and Interconnecting) method based on our variant o...
Abstract. The Finite Element Tearing and Interconnecting (FETI) method is an iterative sub-structuri...
Abstract. Highly scalable parallel domain decomposition methods for elliptic partial differential eq...
We focus on the analysis of fracture in quasi-brittle materials by exploiting the potential of domai...
The FETI method and its two-level extension (FETI-2) are two numerically scalable domain decompositi...
Despite their merits, composites have weakness in transverse strength making them susceptible to fai...
Because of the exponential increase of computational resource requirement for numerical field simula...
The final step in the solution of contact problems of elasticity by FETI-based domain decomposition ...
The boundary integral equation for elasticity is valid for a single domain consisting of homogeneous...
The Balanced Domain Decomposition (BDD) method and the Finite Element Tear-ing and Interconnecting (...
Artículo de publicación ISIDomain decomposition methods often exhibit very poor performance when app...
Artículo de publicación ISIDomain decomposition methods often exhibit very poor performance when app...
The bottlenecks related to the numerical solution of many engineering problems are very dependent on...
This paper describes development of an improved computational algorithm based on finite element doma...
The bottlenecks related to the numerical solution of many engineering problems are very dependent on...
We describe a hybrid FETI (Finite Element Tearing and Interconnecting) method based on our variant o...
Abstract. The Finite Element Tearing and Interconnecting (FETI) method is an iterative sub-structuri...
Abstract. Highly scalable parallel domain decomposition methods for elliptic partial differential eq...
We focus on the analysis of fracture in quasi-brittle materials by exploiting the potential of domai...
The FETI method and its two-level extension (FETI-2) are two numerically scalable domain decompositi...
Despite their merits, composites have weakness in transverse strength making them susceptible to fai...
Because of the exponential increase of computational resource requirement for numerical field simula...
The final step in the solution of contact problems of elasticity by FETI-based domain decomposition ...
The boundary integral equation for elasticity is valid for a single domain consisting of homogeneous...