The distribution of wall pressures in yawed flow through an array of cylindrical tubes inclined at different angles between 30° and 90° was experimentally studied using air at atmospheric pressure for 2290 ≤ Re ≤ 6100. The experiments show that the pressure coefficient is strongly influenced by the inclination angle, and only marginally affected by the flow rate within the tested range. The pressure behavior at the gap was calculated by assuming curved streamlines and inviscid flow, showing good agreement with measurements performed at the rod wall in the gap position.
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References
1.
Prandtl
, L.
, 1952, Essentials of Fluid Dynamics
, Blackie & Son Ltd
, London
.2.
Wu
, T.
, and Chen
, C.
, 2000, “Laminar Boundary-Layer Separation Over a Circular Cylinder in Uniform Shear Flow
,” Acta Mech.
, 144
, pp. 71
–82
. 3.
Kishor
, K.
, Meher
, A.
, and Rama
, R.
, 2006, “Optimization of the Number of Spacers in a Nuclear Fuel Bundle With Respect to Flow-Induced Vibration
,” Nucl. Eng. Des.
, 236
, pp. 2348
–2355
. 4.
Fahmi
, M.
, Hussein
, M.
, Mohamed
, S.
, and El-Shobokshy
, S.
, 1989, “Experimental Investigation of the Effects of Extended Surfaces on the Performance of Tube Banks in Cross Flow
,” J. King Saud Univ., Eng. Science Conf.
, Riyadh (1), pp. 213
–228
.5.
Zdravkovich
, M.
, 2003, Flow Around Circular Cylinders: 1 Fundamentals, 2 Applications
, Oxford University Press
, London
.6.
Fornberg
, B.
, 1991, “Steady Incompressible Flow Past a Row of Circular Cylinders
,” J. Fluid Mech.
, 225
, pp. 655
–671
. 7.
Williamson
, C.
, 1998, “The Existence of 2 Stages in the Transition to Three-Dimensionality of a Cylinder Wake
,” Phys. Fluids
, 31
, pp. 3165
–3168
. 8.
Williamson
, C.
, 1992, “The Natural and Forced Formation of Spot-like Vortex Dislocations in the Transition of a Wake
,” J. Fluid Mech.
, 243
, pp. 393
–441
. 9.
Schewe
, G.
, 1983, “On the Force Fluctuations Acting on a Circular Cylinder in Cross-Flow From Subcritical up to Transcritical Reynolds Numbers
,” J. Fluid Mech.
, 133
, pp. 265
–285
. 10.
Zhao
, M.
, Cheng
, L.
, and Zhou
T.
, 2009, “Direct Numerical Simulation of Three-Dimensional Flow Past a Yawed Circular Cylinder of Infinite Length
,” J. Fluids Struct.
, 25
, pp. 831
–847
. 11.
King
, R.
, 1977, “Vortex Excited Oscillations of Yawed Circular Cylinders
,” ASME J. Fluids Eng.
, 99
, pp. 495
–502
. 12.
Thakur
, A.
, Liu
, X.
, and Marshall
, J.
, 2004, “Wake Flow of Single and Multiple Yawed Cylinders
,” ASME J. Fluids Eng.
, 126
, pp. 861
–870
. 13.
Chiba
, K.
, and Horikawa
, A.
, 1987, “Numerical Solution for the Flow of Viscoelastic Fluids Around an Inclined Circular Cylinder. The Hydrodynamic Force on a Circular Cylinder
,” Rheol. Acta
, 26
, pp. 255
–265
. 14.
Marshall
, J.
, 2003, “Wake Dynamics of a Yawed Cylinder
,” ASME J. Fluids Eng.
, 125
, pp. 97
–103
. 15.
Lucor
, D.
, and Karniadakis
G.
, 2003, “Effects of Oblique Inflow in Vortex-Induced Vibrations
,” Flow, Turb. Combust.
, 71
, pp. 375
–389
. 16.
Kim
, T.
, Hodson
, H.
, and Lu
T.
, 2006, “On the Prediction of Pressure Drop Across Banks of Inclined Cylinders
,” Int. J. Heat Fluid Flow
, 27
, pp. 311
–318
. 17.
Fowler
, A.
, and Bejan
, A.
, 1994, “Forced Convection in Banks of Inclined Cylinders at Low Reynolds Numbers
,” Int. J. Heat Fluid Flow
, 15
, pp. 90
–99
. 18.
Peybernès
, J.
, 2005, “Evaluation of the Forces Generated by Cross-Flow on PWR Fuel Assembly
,” IAEA-TECDO
, 1454
, p. 13
.19.
White
, F. M.
, 1996, Fluid Mechanics
, 3rd ed., MGraw-Hill
, Mexico
.20.
Shapiro
, A.
, 1956, The Dynamics and Thermodynamics of Compressible Flow
, The Ronald Press
, New York
, Vol. 1
, p. 281
.21.
Mehta
, R.
, and Bell
, J.
, 1989, “Boundary-Layer Predictions for Small Low-Speed Contractions
,” Am. Inst. Aeronaut. Astronaut. J.
, 27
, pp. 372
–374
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