Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly Algorithm

The paper deals with swirling flow (SF) phenomenon which occurs in fluid flow after local obstacle. The phenomenon of SF has been considered in many studies, but here is some different approach to this problem. Based on the theorem of conservation and transfer of energy, a mathematical model of SF...

Full description

Bibliographic Details
Main Authors: Z. Glavcic, S. Bikić, R. R. Bulatovic
Format: Article
Language:English
Published: Isfahan University of Technology 2017-01-01
Series:Journal of Applied Fluid Mechanics
Subjects:
Online Access:http://jafmonline.net/JournalArchive/download?file_ID=42100&issue_ID=239
id doaj-1aa10fcc8984480db9551fdf59e0b148
record_format Article
spelling doaj-1aa10fcc8984480db9551fdf59e0b1482020-11-25T02:34:03ZengIsfahan University of Technology Journal of Applied Fluid Mechanics1735-35722017-01-01102479489.Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly AlgorithmZ. Glavcic0S. Bikić1R. R. Bulatovic2Faculty of mechanical and civil engineering in Kraljevo, University of KragujevacFaculty of Technical Scaincs of the University in Novi SadFaculty of Mechanical and Civil engineering, University of KragujevacThe paper deals with swirling flow (SF) phenomenon which occurs in fluid flow after local obstacle. The phenomenon of SF has been considered in many studies, but here is some different approach to this problem. Based on the theorem of conservation and transfer of energy, a mathematical model of SF was developed in the form of differential equation which defines the velocity profile. During research, special accent was put on the following parameters: swirling parameter, swirling intensity, swirling flux and swirling coefficient. Firefly Algorithm (FA) optimization model, in conjunction with Simulink, was used to get velocity profile vs. time dependence and to verify the developed model. The diagrams of velocity profile were obtained for variation of the initial boundary values of given parameters and conclusions were derived upon mathematical model and simulation of the process.http://jafmonline.net/JournalArchive/download?file_ID=42100&issue_ID=239Circumferential component of velocity; Firefly algorithm; Swirling coefficient; Swirling flow; Swirling flux; Swirnling intensity; Swirling parameter.
collection DOAJ
language English
format Article
sources DOAJ
author Z. Glavcic
S. Bikić
R. R. Bulatovic
spellingShingle Z. Glavcic
S. Bikić
R. R. Bulatovic
Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly Algorithm
Journal of Applied Fluid Mechanics
Circumferential component of velocity; Firefly algorithm; Swirling coefficient; Swirling flow; Swirling flux; Swirnling intensity; Swirling parameter.
author_facet Z. Glavcic
S. Bikić
R. R. Bulatovic
author_sort Z. Glavcic
title Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly Algorithm
title_short Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly Algorithm
title_full Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly Algorithm
title_fullStr Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly Algorithm
title_full_unstemmed Optimization of Swirling Flow Energy Parameters on the Velocity Profile after Local Obstacle by Firefly Algorithm
title_sort optimization of swirling flow energy parameters on the velocity profile after local obstacle by firefly algorithm
publisher Isfahan University of Technology
series Journal of Applied Fluid Mechanics
issn 1735-3572
publishDate 2017-01-01
description The paper deals with swirling flow (SF) phenomenon which occurs in fluid flow after local obstacle. The phenomenon of SF has been considered in many studies, but here is some different approach to this problem. Based on the theorem of conservation and transfer of energy, a mathematical model of SF was developed in the form of differential equation which defines the velocity profile. During research, special accent was put on the following parameters: swirling parameter, swirling intensity, swirling flux and swirling coefficient. Firefly Algorithm (FA) optimization model, in conjunction with Simulink, was used to get velocity profile vs. time dependence and to verify the developed model. The diagrams of velocity profile were obtained for variation of the initial boundary values of given parameters and conclusions were derived upon mathematical model and simulation of the process.
topic Circumferential component of velocity; Firefly algorithm; Swirling coefficient; Swirling flow; Swirling flux; Swirnling intensity; Swirling parameter.
url http://jafmonline.net/JournalArchive/download?file_ID=42100&issue_ID=239
work_keys_str_mv AT zglavcic optimizationofswirlingflowenergyparametersonthevelocityprofileafterlocalobstaclebyfireflyalgorithm
AT sbikic optimizationofswirlingflowenergyparametersonthevelocityprofileafterlocalobstaclebyfireflyalgorithm
AT rrbulatovic optimizationofswirlingflowenergyparametersonthevelocityprofileafterlocalobstaclebyfireflyalgorithm
_version_ 1724810544858267648