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Licensed Unlicensed Requires Authentication Published by De Gruyter October 19, 2017

Investigation of a High Pressure Ratio Centrifugal Compressor with Wedge Diffuser and Pipe Diffuser

  • Ge Han , Chengwu Yang , Shengfeng Zhao , Yanfeng Zhang and Xingen Lu EMAIL logo

Abstract

This present work is aimed at providing detailed understanding of the flow mechanisms in a highly loaded centrifugal compressor with different diffusers. Performance comparison between compressor stages with pipe diffuser and wedge diffuser was conducted by a validated flow solver. Stage with pipe diffuser achieved a better performance above 80 % rotating speed but a worse performance at lower rotating speeds near surge. Four operating points including the design point were analyzed in detail. The inherent diffuser leading edge of pipe diffuser could create a better operating condition for the downstream diffusion, which reduced the possibility of flow separation in discrete passages at design rotating speed. At 60 % rotating speed operating point, there was a large negative incidence angle. The sharp leading edge of pipe diffuser could largely accommodate this negative incidence as comparison of the round leading edge of wedge diffuser. As a result, a better performance was achieved in the pipe diffuser. At 60 % rotating speed near surge, performance of the pipe diffuser dropped below wedge diffuser. Total pressure loss of pipe diffuser exceeded that of the wedge diffuser due to the larger friction loss near wall at throat and ineffective static pressure recovery.

Funding statement: The work was financially supported by the National Natural Science Foundation of China (Project No: 51606187). This support is greatly appreciated.

Nomenclature

A

area

B

blockage

R

radius

D

diameter

L

throat length

N

number of pipes

V

absolute velocity

Cp

static pressure recovery coefficient, Cp=(ps – ps, ref)/(pt, ref – ps, ref)

Cp,o

total pressure loss coefficient, Cp,o=(pt, ref – pt)/(pt, ref – ps, ref)

CD

discharge coefficient, CD=Aeff/Ageo=1-B

m

mass flow

mchoke

choke mass flow

ω

vorticity

ωs

resultant vorticity, ωs=ωrVr+ωθVθ+ωzVzVr2+Vθ2+Vz2

θ

half of the divergence angle

π

total to total pressure ratio

Subscripts
1

impeller inlet

2

impeller outlet

3

diffuser leading edge

4

start of diffuser throat

4’

end of diffuser throat

5

diffuser passage outlet

6

diffuser outlet

s

static

t

total

r

radial coordinate

θ

tangential coordinate

z

axial coordinate

th

throat

ref

reference (at impeller exit station 2)

eff

effective

Abbreviation
LE

leading edge

PS

pressure side

SS

suction side

OP

operating point

CFD

computational fluid dynamics

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Received: 2017-09-06
Accepted: 2017-10-02
Published Online: 2017-10-19
Published in Print: 2021-03-26

© 2017 Walter de Gruyter GmbH, Berlin/Boston

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