In this work air flow turbulent fluctuations within the volute-impeller interaction region in a centrifugal fan are analyzed. The fan is part of one group of four similar units that provide the necessary air into a steam generator, in a power plant of 70 MW capacity. A numerical approach based on the finite volume method has been employed to solve the full set of Navier-Stokes equations in 3-D. Multiple reference frame was used to simulate the circular motion of the rotor inside the volute which remained static as well as the air entrance and exit sections. The whole domain was divided into 1.350 × 106 cells. Additional terms due to centrifugal and Coriolis forces were taken into account in the computation. The turbulence was addressed using one model based on renormalized group theory, RNG. Emphasis is focused on describing the velocity field within the annulus in between the rotor and the volute and its fluctuations. One first set of results indicate that the highest velocities appear in the region close to the blades tip, but they decay immediately after entering the annular volute-impeller region. Over there, the flow develops into two zones which are well defined through dynamic and static pressure contours. The results show how the magnitude of turbulence intensity varies according to different operation conditions of the fan, taking as fixed parameter the pressure at exit. The behavior of turbulence in the radial direction for a number of flow sections, starting from the cutter at the exit of the fan are examined as well.

1.
S.A. Ahmed and M.A. Gadalla, 2003, “Control of rotating stall in the diffuser of a low speed centrifugal compressor,” ASME paper IJPGC2003-40156.
2.
A.T. Sayers, 1990, “Hydraulic and Compressible Flow in Turbomachines,” Mc Graw-Hill.
3.
T. Meakhail, O. Park Seung, 2004, “A study of impeller- diffuser -volute interaction in a centrifugal fan,” ASME paper GT2004-53068.
4.
J. Ferziger and M. Peric, 1996, “Computational Methods for Fluid Dynamics,” Springer, Germany.
5.
Sierra
F. Z.
,
Bates
C. J.
,
O’Doherty
T.
,
2000
, “
Turbulent flow in a 90° pipe junction: Part 1. Decay of fluctuations upstream the flow bifurcation
,”
Computers and Fluids
;
29
(
1
):
197
213
.
6.
K. Majidi, 2004, “Numerical study of unsteady flow in a centrifugal pump,” ASME paper GT2004-54099.
7.
M.T. Barton, M.L. Mansour, J.S. Liu and D.L. Palmer 2004, “Numerical optimization of a vaned shroud design for increased operability margin in modern centrifugal compressors,” ASME paper GT2004-54287.
8.
S. Khelladi, S. Kouidri, F. Bakir, R. Rey, 2005, “A numerical study on the aeroacoustic of a vaned centrifugal fan,” ASME paper FEDSM2005-77134.
9.
H.C. Lara-Marcial, 2005, “Numerical study of the turbulent air flow in a centrifugal fan” (in Spanish), Thesis for the degree of Mechanical Fanering, In progress, Chemical Sciences and Fanering School, Morelos State Autonomous University, Cuernavaca, Me´xico.
10.
The centrifugal fan maker, 2003, “Equipment for air management.”
11.
Fluent 6.1. 2003, “User’s guide,” Fluent Inc., Canterra, Lebanon, NJ.
12.
F.Z. Sierra, J. Kubiak, 2003, “CFD analysis of a centrifugal fan for increase of efficiency” (in Spanish), Report 35P/DM/CIICAp, Center for Research in Fanering and Applied Sciences, Cuernavaca, Mexico.
13.
G.J. van Wylen and R.E. Sonntag, 1973, “Fundamentals of Classical Thermodynamics,” 2nd ed, John Wiley and Sons, Inc., USA
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