An Alternative Algorithm for Optimal Design of Plate Heat Exchangers

Due to the complex geometry of plate heat exchangers and thus a large number of variables affecting the performance of the exchangers, the design of these types of exchangers is quiet difficult. However, unlike the shell and tube heat exchangers which contain available data of design procedures, the...

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Main Authors: Seyyed Morteza Javid, Anoushiravan Farshidianfar, Seyyed Behzad Golparvar
Format: Article
Language:English
Published: SAGE Publishing 2015-02-01
Series:Advances in Mechanical Engineering
Online Access:https://doi.org/10.1155/2014/865129
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spelling doaj-cc05059b6cff4abd8e880ea354e5d83d2020-11-25T03:07:13ZengSAGE PublishingAdvances in Mechanical Engineering1687-81322015-02-01710.1155/2014/86512910.1155_2014/865129An Alternative Algorithm for Optimal Design of Plate Heat ExchangersSeyyed Morteza JavidAnoushiravan FarshidianfarSeyyed Behzad GolparvarDue to the complex geometry of plate heat exchangers and thus a large number of variables affecting the performance of the exchangers, the design of these types of exchangers is quiet difficult. However, unlike the shell and tube heat exchangers which contain available data of design procedures, the design of plate heat exchanger is a monopoly of some certain manufacturing companies that make the problem even worse. In this paper, the objective is to minimize the number of plates in plate heat exchanger; in order to achieve that, a simple and yet efficient mathematical model is introduced for determination of the pressure drop and heat capacity of a plate heat exchanger in single- and multipass state and also a program was defined for determination of optimal solution based on this simple mathematical model for given operational constraints and plate type. In the end, the optimal solution will be compared to the answer of CAS200 commercial software and also it is shown that the effect of the start and end plates and transverse distribution in optimal solution is considerable.https://doi.org/10.1155/2014/865129
collection DOAJ
language English
format Article
sources DOAJ
author Seyyed Morteza Javid
Anoushiravan Farshidianfar
Seyyed Behzad Golparvar
spellingShingle Seyyed Morteza Javid
Anoushiravan Farshidianfar
Seyyed Behzad Golparvar
An Alternative Algorithm for Optimal Design of Plate Heat Exchangers
Advances in Mechanical Engineering
author_facet Seyyed Morteza Javid
Anoushiravan Farshidianfar
Seyyed Behzad Golparvar
author_sort Seyyed Morteza Javid
title An Alternative Algorithm for Optimal Design of Plate Heat Exchangers
title_short An Alternative Algorithm for Optimal Design of Plate Heat Exchangers
title_full An Alternative Algorithm for Optimal Design of Plate Heat Exchangers
title_fullStr An Alternative Algorithm for Optimal Design of Plate Heat Exchangers
title_full_unstemmed An Alternative Algorithm for Optimal Design of Plate Heat Exchangers
title_sort alternative algorithm for optimal design of plate heat exchangers
publisher SAGE Publishing
series Advances in Mechanical Engineering
issn 1687-8132
publishDate 2015-02-01
description Due to the complex geometry of plate heat exchangers and thus a large number of variables affecting the performance of the exchangers, the design of these types of exchangers is quiet difficult. However, unlike the shell and tube heat exchangers which contain available data of design procedures, the design of plate heat exchanger is a monopoly of some certain manufacturing companies that make the problem even worse. In this paper, the objective is to minimize the number of plates in plate heat exchanger; in order to achieve that, a simple and yet efficient mathematical model is introduced for determination of the pressure drop and heat capacity of a plate heat exchanger in single- and multipass state and also a program was defined for determination of optimal solution based on this simple mathematical model for given operational constraints and plate type. In the end, the optimal solution will be compared to the answer of CAS200 commercial software and also it is shown that the effect of the start and end plates and transverse distribution in optimal solution is considerable.
url https://doi.org/10.1155/2014/865129
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