Computational study of turbine blade cooling with various blowing ratios
This paper presents computational analysis of centerline film cooling effectiveness using Navier-Stokes equation solver. Film cooling effectiveness has been varied along the downstream of cooling holes. The computational model has been validated with benchmark experimental literature. Computational...
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doaj-dadc10c8bd6c4d53ab8c7824ce121d602020-11-24T22:04:08ZengApplied Science Innovations Private LimitedCarbon: Science and Technology0974-05460974-05462016-06-01824654Computational study of turbine blade cooling with various blowing ratiosMadhurima Dey0 Prakhar Jindal1A. K. Roy 2Department of Mechanical Engineering, Birla Institute of Technology, Mesra, Ranchi – 835215, Jharkhand, India.Department of Mechanical Engineering, Birla Institute of Technology, Mesra, Ranchi – 835215, Jharkhand, India.Department of Mechanical Engineering, Birla Institute of Technology, Mesra, Ranchi – 835215, Jharkhand, India.This paper presents computational analysis of centerline film cooling effectiveness using Navier-Stokes equation solver. Film cooling effectiveness has been varied along the downstream of cooling holes. The computational model has been validated with benchmark experimental literature. Computational study compares film cooling effectiveness over various blowing ratios (M) and various hole shapes. The k-ω shear stress transport model of FLUENT software has been used for the computational analysis. The hole geometry and blowing ratios have important effects on film cooling effectiveness. Computational results reveal that film cooling effectiveness increases with increase in blowing ratio whereas effectiveness decreases due to intermixing of coolant and mainstream flow and due to coolant jet lift off. The best results were obtained for fan-shaped hole with M=1.00. While for lower blowing ratio, coolant is unable to spread over a longer distance downstream of cooling holes.http://www.applied-science-innovations.com/cst-web-site/CST-8-2-2016/CST-192-8-2-2016-46-54.pdfBlowing ratioFilm cooling effectivenessFan-shaped holeShear stress transport model. |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Madhurima Dey Prakhar Jindal A. K. Roy |
spellingShingle |
Madhurima Dey Prakhar Jindal A. K. Roy Computational study of turbine blade cooling with various blowing ratios Carbon: Science and Technology Blowing ratio Film cooling effectiveness Fan-shaped hole Shear stress transport model. |
author_facet |
Madhurima Dey Prakhar Jindal A. K. Roy |
author_sort |
Madhurima Dey |
title |
Computational study of turbine blade cooling with various blowing ratios |
title_short |
Computational study of turbine blade cooling with various blowing ratios |
title_full |
Computational study of turbine blade cooling with various blowing ratios |
title_fullStr |
Computational study of turbine blade cooling with various blowing ratios |
title_full_unstemmed |
Computational study of turbine blade cooling with various blowing ratios |
title_sort |
computational study of turbine blade cooling with various blowing ratios |
publisher |
Applied Science Innovations Private Limited |
series |
Carbon: Science and Technology |
issn |
0974-0546 0974-0546 |
publishDate |
2016-06-01 |
description |
This paper presents computational analysis of centerline film cooling effectiveness using Navier-Stokes equation solver. Film cooling effectiveness has been varied along the downstream of
cooling holes. The computational model has been validated with benchmark experimental literature. Computational study compares film cooling effectiveness over various blowing ratios (M) and various hole shapes. The k-ω shear stress transport model of FLUENT software has been used for the computational analysis. The hole geometry and blowing ratios have important effects on film cooling effectiveness. Computational results reveal that film cooling effectiveness increases with increase in blowing ratio whereas effectiveness decreases due to intermixing of coolant and mainstream flow and due to coolant jet lift off. The best results were obtained for fan-shaped hole with M=1.00. While for lower blowing ratio, coolant is unable to spread over a longer distance downstream of cooling holes. |
topic |
Blowing ratio Film cooling effectiveness Fan-shaped hole Shear stress transport model. |
url |
http://www.applied-science-innovations.com/cst-web-site/CST-8-2-2016/CST-192-8-2-2016-46-54.pdf |
work_keys_str_mv |
AT madhurimadey computationalstudyofturbinebladecoolingwithvariousblowingratios AT prakharjindal computationalstudyofturbinebladecoolingwithvariousblowingratios AT akroy computationalstudyofturbinebladecoolingwithvariousblowingratios |
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