Finite Element Interface to Linear Solvers (FEI) version 2.9 : users guide and reference manual.
Author(s) -
Alan Williams
Publication year - 2005
Publication title -
osti oai (u.s. department of energy office of scientific and technical information)
Language(s) - English
Resource type - Reports
DOI - 10.2172/958392
Subject(s) - solver , computer science , interface (matter) , abstraction , linear system , finite element method , linear algebra , computational science , set (abstract data type) , code (set theory) , linear equation , system of linear equations , abstraction layer , element (criminal law) , theoretical computer science , programming language , parallel computing , software , mathematics , engineering , geometry , mathematical analysis , philosophy , structural engineering , bubble , epistemology , maximum bubble pressure method , law , political science
The Finite Element Interface to Linear Solvers (FEI) is a linear system assembly library. Sparse systems of linear equations arise in many computational engineering applications, and the solution of linear systems is often the most computationally intensive portion of the application. Depending on the complexity of problems addressed by the application, there may be no single solver package capable of solving all of the linear systems that arise. This motivates the need to switch an application from one solver library to another, depending on the problem being solved. The interfaces provided by various solver libraries for data assembly and problem solution differ greatly, making it difficult to switch an application code from one library to another. The amount of library-specific code in an application can be greatly reduced by having an abstraction layer that puts a 'common face' on various solver libraries. The FEI has seen significant use by finite element applications at Sandia National Laboratories and Lawrence Livermore National Laboratory. The original FEI offered several advantages over using linear algebra libraries directly, but also imposed significant limitations and disadvantages. A new set of interfaces has been added with the goal of removing the limitations of the original FEI while maintaining and extending its strengths
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