Description
Title: MULTI-FRONTAL AND ALTERNATING DIRECTION COMPARISON For non-stationary simulations, a PARALLEL HYBRID MEMORY arm DIRECT SOLVER is used.
Abstract: The geometric analysis of three dimensions (IGA-FEM) is a contemporary simulation technique. For both computational domain descriptions and engineering computations, B-splines or NURBS basis functions are to be used. A combination of patches of elements with B-spline basis functions and C0 separators between them are used in Re-need is geometric analysis (Riga). This makes it possible to lower the computational expense of direct solvers. Both IGA and Riga have difficult and expensive to produce sparse matrix structures. In this article, we demonstrate a hybrid parallelization technique using parallel machines with hybrid memory. The two-level parallelization consists of loop parallelization on the second level and sub-domain division of the computational mesh on the first level (MPI) (OpenMP). We demonstrate how the hybrid parallelization of the integration lessens the significant contribution of this phase. We contrast the integration and factorization stages of the multi-frontal solver and the alternating direction solver.
Keywords: isogeometric nite element method, integration, shared memory, parallel
Paper Quality: SCOPUS / Web of Science Level Research Paper
Paper type: Analysis Based Research Paper
Subject: Computer Science
Writer Experience: 20+ Years
Plagiarism Report: Turnitin Plagiarism Report will be less than 10%
Restriction: Only one author may purchase a single paper. The paper will then indicate that it is out of stock.
What will I get after the purchase?
A turnitin plagiarism report of less than 10% in a pdf file and a full research paper in a word document.
In case you have any questions related to this research paper, please feel free to call/ WhatsApp on +919726999915
Reviews
There are no reviews yet.