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Numerical Study on Heat Transfer Enhancement of Swirl Chamber on Gas Turbine Blade

  • Haifen Du , Daimei Xie EMAIL logo , Wei Jiang , Tong Chen and Jianshu Gao
Published/Copyright: October 6, 2016
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Abstract

The optimization of turbine cooling design has become a new research field of gas turbine. The swirl chamber is a prospect cooling concept. In this paper, the numerical simulation of the swirl chamber is carried out by FLUENT. The influence of inlet size parameters, temperature ratio and inlet Reynolds number on the enhanced heat transfer of swirl chamber is studied. The results show that, in the range of the studied condition, Nusselt number decreases with the height, the width, the ratio of width to height and Reynolds number. It also shows that comprehensive heat transfer effect is best at d=20 mm and enhances observably with the enlargement of width, width height ratio, and Reynolds number. Friction factor increases with height, width, temperature ratio and Reynolds number decreases. It is increased by increasing width height ratio. Nusselt number and comprehensive heat transfer effect decrease a little with aggrandizement of temperature ratio.

Funding statement: This paper is funded by the Natural Sciences Foundation of China (NSFC grant #51376140), which is gratefully acknowledged.

Nomenclature

L

Length of swirl pipe

L1

Length of inlet duct

L2

Length of outlet duct

L3

Length of the second inlet duct to outlet duct

D

Swirl pipe diameter

DH

Inlet duct hydraulic diameter

b

Width of inlet duct

d

Height of inlet duct

A

Cross-sectional area of inlet duct

Ti

Inlet duct temperature

Tw

Wall surface temperature

Re

Reynolds number based on inlet duct,=UDH

U

Mean inlet duct velocity

ʋ

Kinematic viscosity of fluid

qw

Wall heat flux

h

Heat transfer coefficient,=q/(Tw–Ti)

λ

Thermal conductivity

Nu

Nusselt number,=hD/λ

Nuc

Circumferentially Nusselt number

∆p

Pressure drop between inlet and outlet

M

Mass flow

f

Friction factor

y+

Non-dimensional distance

x

swirl chamber axial direction

Pr

Prandtl number of air

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Received: 2016-07-25
Accepted: 2016-09-01
Published Online: 2016-10-06
Published in Print: 2018-12-19

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