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Effect of Thermal Conductivity on Nozzle Guide Vane Internal Surface Temperature Distribution

  • Arun Kumar Pujari EMAIL logo , B. V. S. S. S Prasad and Nekkanti Sitaram
Published/Copyright: January 17, 2018
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Abstract

Conjugate heat transfer analysis is carried out in a cascade domain for a nozzle guide vane. The nozzle guide vane is internally cooled by jet impingement cooling, and the external surface is cooled by film cooling. A computational study was carried out with three different materials, having conductivity values of 0.0048, 0.2 and 1.1 W/m.K. Distribution of local surface temperature along the leading edge, pressure and suction surface is reported. The leading edge region showed the maximum increase in internal surface temperature as the conductivity increased among the different regions of the vane internal surface. However, the pressure and suction surfaces showed relatively less increase in the surface temperature distribution. In order to validate the computational result, the obtained temperature data were compared with experimentally obtained surface temperature data. The flow phenomena like jet lift-off and self-induced cross-flow affect the local temperature distribution differently in the three materials. For a constant mainstream and coolant flow, the surface temperature gradient is higher for the lower conductivity material, and the gradient decreases as conductivity increases. Hence, a material with higher conductivity is desired in a combined impingement and film cooled nozzle guide vane, to increase the durability of the vane.

Nomenclature

Bi

Biot number, non-dimensional [h.t/k]

C

Vane chord, m

d

Jet diameter, m

D

Coolant plenum diameter, m

h

Heat transfer coefficient, W/m2K

hi

Heat transfer coefficient of internal surface, W/m2K

he

Heat transfer coefficient of external surface, W/m2K

H

Distance between jet hole and target surface, m

k

Thermal conductivity, W/m.K

l

Span length, m

M

Mass flow, kg/s

Nu

Nusselt number, non-dimensional

q″

Heat flux

Re

Reynolds number, non-dimensional

S

Distance along the vane surface from leading edge, m

Sp.max

Distance along pressure surface from leading edge to trailing edge, m

Ss.max

Distance along suction surface from leading edge to trailing edge, m

T

Temperature, K

t

Thickness of vane, m

V

Velocity

y+

Dimensionless wall distance

Z

Distance along the span

Greek Symbols

ρ

Density, kg/m3

κ

Turbulent kinetic energy, m2/s2

ω

Specific dissipation rate, 1/sec

μ

Coefficient of viscosity, N s/m2

φ

Overall effectiveness, (Tm-Te)/(Tm-Tc)

Subscripts

amb

Ambient

c

Coolant

e

External

f

Fluid

i

Internal

m

Mainstream

s

Solid

w

Wall

Abbreviations

AIT

Aft Impingement Tube

DH

Hydraulic Diameter

FIT

Front Impingement Tube

HTC

Heat Transfer Coefficient

LER

Leading Edge Region

NDL

Non-Dimensional Length, (=S/Ss.max, S/Spmax)

NDT

Non-Dimensional Temperature, θ

NGV

Nozzle Guide Vane

PSIH

Pressure Surface Impingement Hole

PSMS

Pressure Surface Mid-Span

RANS

Reynolds Averaged Navier Stokes

SSFR

Suction Surface Fillet Region

SSIH

Suction Surface Impingement Hole

SSMS

Suction Surface Mid-Span

SST

Shear Stress Transport

Acknowledgment

The authors would like to thank GATET and GTRE Bangalore for the financial support for the present investigation.

References

1. Han JC, Dutta S, Ekkad S. Gas Turbine Heat Transfer and Cooling Technology, 1Ind edition ed. Boca Raton, London, New York: CRC Press, Taylor & Francis Group, 2012:1–30.10.1201/b13616Search in Google Scholar

2. Sondak DL, Dorney DJ. Conjugate unsteady heat transfer simulation in a turbine stage. Int J Turbo Jet Engines. 2001;18(4):231–42. DOI: https://doi.org/10.1515/TJJ.2001.18.4.23110.2514/6.2000-3360Search in Google Scholar

3. Han ZX, Dennis BH, Dulikravich GS. Simultaneous prediction of external flow-field and temperature in internally cooled 3-D turbine blade material. Int J Turbo Jet Engines. 2001;18(1):47–58. DOI:10.1115/2000-GT-025310.1115/2000-GT-0253Search in Google Scholar

4. Heidmann JD, Kassab AJ, Divo EA, Rodriguez F, Steinthorsson E (2003) Conjugate heat transfer effects on a realistic film-cooled turbine vane, Proceedings of ASME Turbo Expo, GT2003–38553.10.1115/GT2003-38553Search in Google Scholar

5. Lu X, Jiang P, Sugishta H, Uechi H, Suenaga K. Conjugate heat transfer analysis of film cooling flows. J Thermal Sci. 2006;15:85–91. DOI:10.1115/GT2003-3855310.1007/s11630-006-0085-8Search in Google Scholar

6. Kusterer K, Hagedorn T, Bohn D, Sugimoto T, Tanaka R. Improvement of a film-cooled blade by application of the conjugate calculation technique. J Turbomachinery. 2006;128:572–78. DOI:10.1115/1.218331410.1115/GT2005-68555Search in Google Scholar

7. Laschet G, Kashko T, Benke S, Ote M, Bobzin K. Prediction of effective properties. integrative computational materials engineering: concepts and applications of a modular simulation platform. John Wiley & Sons, Technology and Engineering 2012:82–92.10.1002/9783527646098.ch5Search in Google Scholar

8. Oh SH, Lee DH, Kim KM, Kim MY, Cho H (2008) Enhanced cooling effectiveness in full-coverage film cooling system with impingement jets, Proceedings of ASME Turbo Expo, GT2008–50784.10.1115/GT2008-50784Search in Google Scholar

9. Insinna M, Griffini D, Salvadori S, Martelli F. Film cooling performance in a transonic high-pressure vane: decoupled simulation and conjugate heat transfer analysis. Energy Procedia. 2014;45:1126–35. https://doi.org/10.1016/j.egypro.2014.01.11810.1016/j.egypro.2014.01.118Search in Google Scholar

10. Pujari AK, Prasad BVSSS, Sitaram N. Effect of blowing ratio on the internal heat transfer of a cooled nozzle guide vane in a linear cascade. ASME J Thermal Sci Eng Appl. 2016;8(4):041004. TSEA-15-1253; DOI:10.1115/1.403405710.1115/1.4034057Search in Google Scholar

11. Kukutla PR, Prasad BV. Numerical study on the secondary air performance of the film holes for the combined impingement and film cooled first stage of high pressure gas turbine nozzle guide vane. Int J Turbo Jet-Engines. 2017. DOI: https://doi.org/10.1515/tjj-2017-002210.1515/tjj-2017-0022Search in Google Scholar

12. Pujari AK, Prasad BV, Sitaram N. Conjugate heat transfer analysis on the interior surface of nozzle guide vane with combined impingement and film cooling. Int J Turbo Jet Engine. 2017.DOI: https://doi.org/10.1515/tjj-2017-002610.1515/tjj-2017-0026Search in Google Scholar

13. Celik IB, Ghia U, Roache PJ, Freitas CJ, Coleman H, Raad PE. Procedure for estimation and reporting of uncertainty due to discretization in CFD applications. J Fluids Eng. 2008;130(7):078001–01–078001-04. DOI:10.1115/1.2960953.10.1115/1.2960953Search in Google Scholar

14. Pujari AK. Internal heat transfer studies in a gas turbine nozzle guide vane with combined impingement and film cooling. Ph. D Thesis, Indian Institute of Technology, Madras, 2015Search in Google Scholar

Received: 2017-11-28
Accepted: 2017-12-28
Published Online: 2018-01-17
Published in Print: 2021-05-26

© 2018 Walter de Gruyter GmbH, Berlin/Boston

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