Computing Reviews
Today's Issue Hot Topics Search Browse Recommended My Account Log In
Browse by topic Browse by titles Authors Reviewers Browse by issue Browse Help
Search
  Browse All Reviews > Mathematics Of Computing (G) > Numerical Analysis (G.1) > Partial Differential Equations (G.1.8) > Finite Element Methods (G.1.8...)  
 
Options:
 
  1-10 of 46 Reviews about "Finite Element Methods (G.1.8...)": Date Reviewed
  Finite element applications: a practical guide to the FEM process
Okereke M., Keates S., Springer International Publishing, New York, NY, 2018. 472 pp.  Type: Book (978-3-319671-24-6)

Much of modern engineering owes its existence to the finite element method (FEM), which makes the impossible possible while also allowing us to build bigger, safer, and cheaper than ever before. Yet, as with any other tool in the engin...

Feb 5 2019
  Finite elements: theory and algorithms
Ganesan S., Tobiska L., Cambridge University Press, New York, NY, 2017. 216 pp.  Type: Book (978-1-108415-70-5)

The finite-element method is a well-established mathematical tool that allows the use of computing techniques for the solution of problems arising in the sciences and engineering. As such, it is a topic that can be addressed from many ...

Feb 1 2018
  A finite element method for high-contrast interface problems with error estimates independent of contrast
Guzmán J., Sánchez M., Sarkis M. Journal of Scientific Computing 73(1): 330-365, 2017.  Type: Article

Guzmán et al. explain their method with a polygonal, convex, tubular domain, and an immersed interface definable with a function with the first derivative, which does not change in time. The jumps across a discontinuity are defined as ...

Jan 24 2018
  An adaptive finite element method for the wave scattering with transparent boundary condition
Jiang X., Li P., Lv J., Zheng W. Journal of Scientific Computing 72(3): 936-956, 2017.  Type: Article

Jiang et al. discuss the numerical solution of acoustic wave scattering by an obstacle in two dimensions. The problem is defined on an open domain and requires a truncation of the domain (see Givoli [1]) using one of the following well...

Dec 14 2017
  A weak Galerkin finite element method for a type of fourth order problem arising from fluorescence tomography
Wang C., Zhou H. Journal of Scientific Computing 71(3): 897-918, 2017.  Type: Article

The finite element method (FEM) was introduced by engineers [1] for the solution of partial differential equations (PDEs) and analyzed later, for example, by Ciarlet [2]....

Jul 3 2017
  Finite element methods for computational fluid dynamics: a practical guide
Kuzmin D., Hämäläinen J., SIAM, Philadelphia, PA, 2014. 321 pp.  Type: Book (978-1-611973-60-0)

Kuzmin and Hämäläinen’s book provides a general overview of finite element methods (FEMs) when applied to computational fluid dynamics (CFD), giving a gentle introduction to these fields, a survey o...

Aug 28 2015
   Numerical integration on GPUs for higher order finite elements
Banaś K., Płaszewski P., Macioł P. Computers & Mathematics with Applications 67(6): 1319-1344, 2014.  Type: Article

Finite element methods (FEMs) are numerical methods for finding approximate solutions to partial differential equations. When a problem is presented, a mesh and a finite element space are required to be defined. Regular choices for mes...

Oct 22 2014
   GPU acceleration of data assembly in finite element methods and its energy implications
Hu X., Hsieh G., Tang L., Hammond S., Chen D., Niemier M., Barrett R.  ASAP 2013 (Proceedings of the 24th IEEE International Conference on Application-Specific Systems, Architectures and Processors, Washington, DC, Jun 5-7, 2013) 321-328, 2013.  Type: Proceedings

Finite element methods are a standard tool for the numerical simulation of many phenomena in physics, engineering, and other areas. As the processes to be simulated become more and more complex, and the accuracy requirements become hig...

Dec 5 2013
   Parallel solution of mixed finite element/spectral element systems for convection-diffusion equations on non-matching grids
Boursier I., Tromeur-Dervout D., Vassilevski Y. Applied Numerical Mathematics 60(11): 1131-1147, 2010.  Type: Article

The Schwarz domain decomposition (DD) method is widely used in the parallel solution of partial differential equations. In 2001, Garbey and Tromeur-Dervout introduced the idea of Aitken acceleration on the classical additive Schwarz DD...

Feb 11 2011
  Development and validation of a numerical topology optimization scheme for two and three dimensional structures
Taggart D., Dewhurst P. Advances in Engineering Software 41(7-8): 910-915, 2010.  Type: Article

Truss structures are an important element of engineering constructions. It is a main goal of engineers to make such constructions as lightweight as possible, subject to the condition that they be able to sustain a prescribed load....

Jan 27 2011
 
 
 
Display per page
Send Your Comments
Contact Us
Reproduction in whole or in part without permission is prohibited.   Copyright 1999-2024 ThinkLoud®
Terms of Use
| Privacy Policy