Login | Register

On the Evolution of Flows in Straight Circular Pipes subject to a Localized Transverse Impulsive Body Force

Title:

On the Evolution of Flows in Straight Circular Pipes subject to a Localized Transverse Impulsive Body Force

Di Labbio, Giuseppe (2015) On the Evolution of Flows in Straight Circular Pipes subject to a Localized Transverse Impulsive Body Force. Masters thesis, Concordia University.

[thumbnail of DiLabbio_MASc_S2015.pdf]
Preview
Text (application/pdf)
DiLabbio_MASc_S2015.pdf - Accepted Version
46MB

Abstract

In blunt traumatic aortic injury, it is highly debated whether an abrupt deceleration alone is sufficient to cause aortic rupture. Motivated by this debate, this fundamental study investigates the effects of a localized transverse impulsive body force acting on a straight circular pipe through numerical simulation for both constant and pulsatile inlet velocity profiles. Application of this impulsive force results in a transverse pressure gradient which skews counterclockwise with flow acceleration. This pressure gradient induces two counter-rotating streamwise vortices at the boundaries of the forced section with secondary flows developing in conjunction which act to restore the unforced velocity profile. The development of the secondary flow was observed to occur later for an accelerating flow and earlier for a decelerating flow. A dimensionless parameter, Ψ, was developed to characterize flows based on the ratio of transverse to streamwise pressure gradients. Lower Reynolds number flows (higher Ψ), were observed to be most readily affected by the body force. Maximum skewing of the velocity profile occurred during the impact rather than at the end except for a decelerating flow, with larger skewing occurring for higher Ψ. The temporal decay of kinetic energy was observed to be faster for larger Reynolds numbers and is governed by a power law decay. An alternating exchange in energy between the axial and secondary flows was also observed.

Divisions:Concordia University > Gina Cody School of Engineering and Computer Science > Mechanical and Industrial Engineering
Item Type:Thesis (Masters)
Authors:Di Labbio, Giuseppe
Institution:Concordia University
Degree Name:M.A. Sc.
Program:Mechanical Engineering
Date:29 June 2015
Thesis Supervisor(s):Kadem, Lyes
Keywords:Impact, Transverse Body Force, Pipe Flow
ID Code:980142
Deposited By: GIUSEPPE DI LABBIO
Deposited On:03 Nov 2015 15:03
Last Modified:18 Jan 2018 17:50
Additional Information:None.

References:

ANSYS Inc. “ANSYS FLUENT 12.0 Theory Guide.” April 2009.

Berger SA, Talbot L, Yao LS. “Flow in curved pipes.” Annual Reviews of Fluid Mechanics. 15: 461-512. 1983.

Boiron O, Deplano V, Pelissier R. “Experimental and numerical studies on the starting effect on the secondary flow in a bend.” Journal of Fluid Mechanics. 574: 109-29. 2007.

Celik IB. “Procedure for Estimation and Reporting of Uncertainty due to Discretization in CFD Applications.” Journal of Fluids Engineering. 130 (7): 1-4. 2008.

Chandratilleke TT, Nadim N. “Forced convective heat transfer and fluid flow characteristics in curved ducts.” InTech. 125-50. 2012.

Chapman SJ, et al. “Blunt Traumatic Aortic Injury.” UK Mathematics in Medicine Study Group. Nottingham, 2001.

Chiesa R, et al. “Traumatic Rupture of the Thoracic Aorta.” Acta Chirurgica Belgica. 103 (4): 364-74. 2003.

Dean WR. “Note on the motion of fluid in a curved pipe.” The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science: Series 7. 4 (20): 208-23. 1927.

Dean WR. “The stream-line motion of fluid in a curved pipe.” The London, Edinburgh, and Dublin Philosophical Magazine and Journal of Science: Series 7. 5 (30): 673-95. 1928.

Eckhardt B, et al. “Turbulence Transition in Pipe Flow.” Annual Reviews of Fluid Mechanics. 39: 447-68. 2007.

Eustice J. “Flow of Water in Curved Pipes.” Proceedings of the Royal Society of London: Series A. 84 (568): 107-18. 1910.

Eustice J. “Experiments on Stream-Line Motion in Curved Pipes.” Proceedings of the Royal Society of London: Series A. 85 (576): 119-31. 1911.

Ghalichi F, et al. “Low Reynolds number turbulence modeling of blood flow in arterial stenosis.” Biorheology. 35 (4-5): 281-94. 1998.

Griffith MD, et al. “Effect of small asymmetries on axisymmetric stenotic flow.” Journal of Fluid Mechanics. 721: R1-11. 2013.

He S, Jackson JD. “A study of turbulence under conditions of transient flow in a pipe.” Journal of Fluid Mechanics. 408: 1-38. 2000.

Kerswell RR. “Recent progress in understanding the transition to turbulence in a pipe.” Nonlinearity. 18: R17-44. 2005.

Keshavarz-Motamed Z, Kadem L. “3D pulsatile flow in a curved tube with coexisting model of aortic stenosis and coarctation of the aorta.” Medical Engineering & Physics. 33 (3): 315-24. 2011.

Keshavarz-Motamed Z, Garcia J, Kadem L. “Fluid Dynamics of Coarctation of the Aorta and Effect of Bicuspid Aortic Valve.” Plos One. 8 (8): e72394. 2013.

Launder BE, Sharma BI. “Application of the energy-dissipation model of turbulence to the calculation of flow near a spinning disc.” Letters in Heat and Mass Transfer. 1: 131-8. 1974.

LeVeque RJ. “Finite Volume Methods for Hyperbolic Problems.” Cambridge, UK: Cambridge University Press. 2002.

McConalogue DJ, Srivastava RS. “Motion of fluid in a curved tube.” Proceedings of the Royal Society of London: Series A. 307: 37-53. 1968.

Menter FR. “Zonal Two-Equation k-ω Turbulence Models for Aerodynamics Flows.” 24th Fluid Dynamics Conference. AIAA 93-2906: 1-21 1993.

Menter FR, Kuntz M, Langtry R. “Ten Years of Industrial Experience with the SST Turbulence Model.” Turbulence, Heat and Mass Transfer. 4: 625-32. 2003a.

Menter FR, et al. “The SST Turbulence Model with Improved Wall Treatment for Heat Transfer Predictions in Gas Turbines.” Proceedings of the International Gas Turbine Congress. IGTC2003-TS-059: 1-7. 2003b.

Menter FR, et al. “A Correlation-Based Transition Model Using Local Variables - Part I: Model Formulation.” Journal of Turbomachinery. 128: 413-22. 2006.

Menter FR. “Review of the shear-stress transport turbulence model experience from an industrial perspective.” International Journal of Computational Fluid Dynamics. 23 (4): 305-16. 2009.

Munson BR, et al. “Fundamentals of Fluid Mechanics.” Hoboken, USA: John Wiley & Sons Inc. 2013.

Ottesen JT, Olufsen MS, Larsen JK. “Applied Mathematical Models in Human Physiology.” Philadelphia, USA: SIAM. 2004.

Pezzella AT, Polimenakos AC. “Blunt Thoracic Aortic Injury (BTAI): Advances in the Era of Innovation. A Review (Part I).” Annales de chirurgie thoracique et cardio-vasculaire. 3 (2): 50-65. 2008.

Rout SK, et al. “Numerical analysis of mixed convection through an internally finned tube.” Hindawi Publishing Corporation. 2012.

Ryval J, Straatman AG, Steinman DA. “Two-equation Turbulence Modeling of Pulsatile Flow in a Stenosed Tube.” Journal of Biomedical Engineering. 126: 625-35. 2004.

Salwen H, Cotton FW, Grosch CE. “Linear stability of Poiseuille flow in a circular pipe.” Journal of Fluid Mechanics. 23: 601-39. 1980.

Lee SH. “A Three-dimensional Computational Analysis of Blood Flow and Fluid-structure Interactions in the Human Aorta During Traumatic Rupture Conditions.” University of Virginia, Michigan: PhD Dissertation. 2008.

Schilt S, et al. “The Effects of Time-Varying Curvature on Velocity Profiles in a Model of the Coronary Arteries. Journal of Biomechanics. 29 (4): 469-74. 1996.

Siggers JH, Waters SL. “Steady flows in pipes with finite curvature.” Physics of Fluids. 17 (077102): 1-18. 2005.

Thomson J. “On the Origin of Windings of Rivers in Alluvial Plains, with Remarks on the Flow of Water round Bends in Pipes.” Proceedings of the Royal Society of London. 25: 5-8. 1876.

Tillack MS, Morley NB. “Magnetohydrodynamics.” Standard Handbook for Electrical Engineers, 14th Edition. New York City, USA: McGraw-Hill. 1998.

Townsend AA. “The Structure of Turbulent Shear Flow.” 2nd ed. Cambridge University Press,
Cambridge. 1976.

Verkaik AC. “Analysis of Velocity Profiles in Curved Tubes.” Eindhoven University of Technology, Eindhoven: PhD Dissertation. 2008.

Versteeg HK, Malalasekera W. “An Introduction to Computational Fluid Dynamics: The Finite Volume Method.” Pearson Education Limited, Essex, England. 2007.

Wilcox DC. “Reassessment of the Scale-Determining Equation for Advanced Turbulence Models.” AIAA Journal. 26 (11): 1299-310. 1988.

Wilcox DC. “Turbulence Modeling for CFD.” La Cañada, CA: DCW Industries Inc. 1994.
All items in Spectrum are protected by copyright, with all rights reserved. The use of items is governed by Spectrum's terms of access.

Repository Staff Only: item control page

Downloads per month over past year

Research related to the current document (at the CORE website)
- Research related to the current document (at the CORE website)
Back to top Back to top