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Finite element stabilization methods and solvers for heat exchanger applications: a review

This review focuses on the applications of finite element method (FEM) for heat exchanger analyses. Solutions to convection-dominated heat transfer problems using the Galerkin FEM approximation are always characterised with errors caused by numerical instabilities. Efforts to enhance the stability a...

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Format: Conference Proceeding
Published: 2016
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LEADER 00000njm a2000000a 4500
001 oai:repository.ui.edu.ng:123456789/9560
042 |a dc 
720 |a Petinrin, M. O.  |e author 
720 |a Dare, A. A.  |e author 
720 |a Asaolu, G. O.  |e author 
260 |c 2016 
520 |a This review focuses on the applications of finite element method (FEM) for heat exchanger analyses. Solutions to convection-dominated heat transfer problems using the Galerkin FEM approximation are always characterised with errors caused by numerical instabilities. Efforts to enhance the stability and exactness of results had led to development of a number of stabilization techniques. Also, there have been algorithms formulated to effectively solve the sparse symmetric and non-symmetric matrix systems resulting from FEM discretised equations of thermal flow problems. The development of stabilization techniques and solvers has made the FEM approach a more formidable computational fluid dynamics (CFD) tool. However, there have been limited uses of finite element CFD codes to heat exchanger applications. 
024 8 |a ui_inpro_petinrin_finite_2016 
024 8 |a In: Ismail, O. S., Ajide, O. O., Abu, R., Petinrin, M. O., Idusuyi, N. and Olugasa, T. T. (eds.) Proceedings of the International Conference of Mechanical Engineering, Energy Technology and Management, on Green Technology, Energy Systems and Environmental Protection for Sustainable Development, held between 7th-9th September, at Conference Centre, University of Ibadan, pp. 977-987 
024 8 |a http://ir.library.ui.edu.ng/handle/123456789/9560 
653 |a Finite element method 
653 |a Heat exchanger 
653 |a Stabilization techniques 
653 |a Solvers 
245 0 0 |a Finite element stabilization methods and solvers for heat exchanger applications: a review