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NUMERICAL MODELLING OF SUDDEN CONTRACTION IN PIPE FLOW

Yıl 2019, Cilt: 37 Sayı: 3, 903 - 916, 01.09.2020

Öz

In the present work, full-scale numerical simulations of incompressible fluid flow through different locations of sudden contractions are studied according to Computational Fluid Dynamics (CFD) technique. Finite Elements Method is used to numerically solve governing equations via the commercial program ABAQUS including CFD code. Four different locations of contraction zone are utilized to determine the effect of location changes on sudden contraction head loss coefficients (KC). Twelve area ratios () are performed for all zones. Three different Reynolds numbers, remain in laminar flow boundaries, are adopted to determine effects of Reynolds number, as well as location effects. The graphs are constituted by results from computing 48 models for each Reynolds number and the study is concluded with 144 models in the end. In this manner, contraction ratio varying coefficients are obtained for four configurations. According to results, the pressure drop values of the same model for varying contraction locations are different. Maximum values of pressure drops are obtained for the second geometry (G2). Combination of maximum pressure drops and minimum velocity values leads to maximum contraction coefficients for G2. While the area coefficients increase, decreasing values of contraction coefficients of different contraction locations (G) converge in connection with the changing values of velocities and pressure drops. It is necessary to entrain to this remark, for increasing area coefficients. It is stated that KC- curves vary due to location change. It is recommended to consider the location varying coefficients while modelling different located contracting flows especially for side contracting flows.

Kaynakça

  • [1] Oliveira P. J., Pinho F. T., and Schulte A., (1998) A General Correlation for the Local Loss Coefficient in Newtonian Axisymmetric Sudden Expansions, International Journal of Heat and Fluid Flow 19, 655-660.
  • [2] Nillesen S. T. M., Lammers G., Wismans R. G., Ulrich M. M., Middelkoop E., Spauwen P. H., Faraj K. A., Schalkwijk J., Daamen W. F., and Van Kuppevelt T. H., (2011) Design and in Vivo Evaluation of a Molecularly Defined a Cellular Skin Construct: Reduction of Early Contraction and Increase in Early Blood Vessel Formation, Acta Biomaterialia 7, 1063-1071.
  • [3] Wang X-K., Wang Y-G., Zhan H-L, Chai Y-S., Hu J., Xing D-M., You X-F., Lei F., and Du L-J., (2011) Comprehensive Study of Evodia Rutaecarpa-Induced Contraction on Blood Vascular in Vivo And in Vitro, Chinese Journal of Natural Medicines, vol. 9, no. 1, pp. 65-73.
  • [4] Yan B. H., and Gu H.Y., (2013) Effect of rolling motion on the expansion and contraction loss coefficients, Annals of Nuclear Energy, vol. 53, pp, 259-266.
  • [5] Lewis J. M., and Wang Y., (2018) Investigating the Pressure Loss Associated with Two-Phase Flow in a Rectangular Microchannel Suddenly Expanding into a Manifold, International Journal of Hydrogen Energy 43 (36), 17444-17460.
  • [6] Gücüyen E., Erdem R. T., and Gökkuş Ü., (2016) FSI Analysis of Submarine Outfall, Brodogradnja/Shipbuilding, 67(2), 67-80.
  • [7] Dehkordi P. B., Azdarpour A., and Mohammadian E., (2018) The hydrodynamic behavior of high viscous oil-water flow through horizontal pipe undergoing sudden expansion-CFD study and experimental validation, Chemical Engineering Research and Design 139, 144-161.
  • [8] Colombo L. P. M., Guilizzoni M., Sotgia G. M., and Marzorati D., (2015) Influence of Sudden Contractions on in Situ Volume Fractions for Oil–Water Flows in Horizontal Pipes, International Journal of Heat and Fluid Flow 53, 91-97.
  • [9] Bae Y., and Kim, Y.I., (2014) Prediction of Local Loss Coefficient for Turbulent Flow in Axisymmetric Sudden Expansions with a Chamfer: Effect of Reynolds Number, Annals of Nuclear Energy 73, 33-38.
  • [10] Javadi A., and Nilsson H., (2015) LES and DES of Strongly Swirling Turbulent Flow Through a Suddenly Expanding Circular Pipe, Computers & Fluids 107, 301-313
  • [11] Badr H. M., Habib M. A., Ben-Mansour R., and Said, S. A. M., (2005) Numerical Investigation of Erosion Threshold Velocity in a Pipe with Sudden Contraction, Computers & Fluids 34, 721–742.
  • [12] Ala A. A., Tan S., Eltayeb A., Abbati Z., (2019) Experimental Study on Sudden Contraction and Split into the Inlets of Two Parallel Rectangular Jets, Experimental Thermal and Fluid Science 104, 272, 283.
  • [13] Chalfi T. Y., and Ghiaasiaan S. M., (2008) Pressure Drop Caused by Flow Area Changes in Capillaries under Low Flow Conditions, International Journal of Multiphase Flow 34, 2-12.
  • [14] Hammad K. J., and Vradis G. C., (1996) Creeping Flow of a Bingham Plastic Through Axisymmetric Sudden Contractions with Viscous Dissipation, International Journal of Heat Mass Transfer 39(8), 1555-1567.
  • [15] Yesilata B., Öztekin A., and Neti S., (1999) Instabilities in Viscoelastic Flow Through an Axisymmetric Sudden Contraction, Journal of Non-Newtonian Fluid Mechanics 85, 35-62.
  • [16] Yesilata B., Öztekin A., and Neti S., (2000) Non-isothermal viscoelastic flow through an axisymmetric sudden contraction Journal of Non-Newtonian Fluid Mechanic 89, 133-164.
  • [17] Cherrared D., and Filali E. G., (2013) Hydrodynamics and Heat Transfer in Two and Three-Dimensional Minichannels, Fluid Dynamics and Materials Processing, 9( 2), 127-151.
  • [18] Holmesa L., Faverob J., and Osswald T., (2012) Numerical Simulation of Three-Dimensional Viscoelastic Planar Contraction Flow Using the Software Open FOAM, Computers and Chemical Engineering 37, 64-73.
  • [19] Lima R. C., Andrade C. R., and Zaparoli E. L., (2008) Numerical Study of Three Recirculation Zones in the Unilateral Sudden Expansion Flow, International Communications in Heat and Mass Transfer 35, 1053–1060.
  • [20] Kaushik V. V. R., Ghosh S., Das G., and Das P. K., (2012) CFD Simulation of Core Annular Flow Through Sudden Contraction and Expansion, Journal of Petroleum Science and Engineering 86–87, 153-164.
  • [21] Schrecka E., and Schafer M., (2000) Numerical Study of Bifurcation in Three-Dimensional Sudden Channel Expansions, Computers & Fluids 29, 583-593.
  • [22] ABAQUS User's Manual (2010), Version 6.10.
  • [23] Cengel Y. A., Cimbala J. M., (2014). Fluid Mechanics Fundamentals and Applications, Mc Graw Hill, New York, USA.
  • [24] Shaughnessy E.J., Katz I. M., and Schaffer J. P., (2005) Introduction to Fluid Mechanics, Oxford University Press, New York, USA.
  • [25] Guo B., Langrish T. A. G., and Fletcher D. F., (1998) Simulation of Precession in Axisymmetric Sudden Expansion Flows, Second International Conference on CFD in the Minerals and Process Industries, Csıro, Melbourne, Australia.
  • [26] Gücüyen E., and Erdem R T., (2018) Beton Kazıklı Açık Deniz Yapısının Analizi, Selçuk Üniversitesi Mühendislik, Bilim ve Teknoloji Dergisi 6(4), 767-778.
  • [27] Guo H., Wang L., Yu J., Ye F., Ma C., and Li Z. (2010) Local resistance of fluid flow across sudden contraction in small channels, Frontiers of Energy and Power Engineering in China, vol. 4, no. 2, pp. 149-154.
Yıl 2019, Cilt: 37 Sayı: 3, 903 - 916, 01.09.2020

Öz

Kaynakça

  • [1] Oliveira P. J., Pinho F. T., and Schulte A., (1998) A General Correlation for the Local Loss Coefficient in Newtonian Axisymmetric Sudden Expansions, International Journal of Heat and Fluid Flow 19, 655-660.
  • [2] Nillesen S. T. M., Lammers G., Wismans R. G., Ulrich M. M., Middelkoop E., Spauwen P. H., Faraj K. A., Schalkwijk J., Daamen W. F., and Van Kuppevelt T. H., (2011) Design and in Vivo Evaluation of a Molecularly Defined a Cellular Skin Construct: Reduction of Early Contraction and Increase in Early Blood Vessel Formation, Acta Biomaterialia 7, 1063-1071.
  • [3] Wang X-K., Wang Y-G., Zhan H-L, Chai Y-S., Hu J., Xing D-M., You X-F., Lei F., and Du L-J., (2011) Comprehensive Study of Evodia Rutaecarpa-Induced Contraction on Blood Vascular in Vivo And in Vitro, Chinese Journal of Natural Medicines, vol. 9, no. 1, pp. 65-73.
  • [4] Yan B. H., and Gu H.Y., (2013) Effect of rolling motion on the expansion and contraction loss coefficients, Annals of Nuclear Energy, vol. 53, pp, 259-266.
  • [5] Lewis J. M., and Wang Y., (2018) Investigating the Pressure Loss Associated with Two-Phase Flow in a Rectangular Microchannel Suddenly Expanding into a Manifold, International Journal of Hydrogen Energy 43 (36), 17444-17460.
  • [6] Gücüyen E., Erdem R. T., and Gökkuş Ü., (2016) FSI Analysis of Submarine Outfall, Brodogradnja/Shipbuilding, 67(2), 67-80.
  • [7] Dehkordi P. B., Azdarpour A., and Mohammadian E., (2018) The hydrodynamic behavior of high viscous oil-water flow through horizontal pipe undergoing sudden expansion-CFD study and experimental validation, Chemical Engineering Research and Design 139, 144-161.
  • [8] Colombo L. P. M., Guilizzoni M., Sotgia G. M., and Marzorati D., (2015) Influence of Sudden Contractions on in Situ Volume Fractions for Oil–Water Flows in Horizontal Pipes, International Journal of Heat and Fluid Flow 53, 91-97.
  • [9] Bae Y., and Kim, Y.I., (2014) Prediction of Local Loss Coefficient for Turbulent Flow in Axisymmetric Sudden Expansions with a Chamfer: Effect of Reynolds Number, Annals of Nuclear Energy 73, 33-38.
  • [10] Javadi A., and Nilsson H., (2015) LES and DES of Strongly Swirling Turbulent Flow Through a Suddenly Expanding Circular Pipe, Computers & Fluids 107, 301-313
  • [11] Badr H. M., Habib M. A., Ben-Mansour R., and Said, S. A. M., (2005) Numerical Investigation of Erosion Threshold Velocity in a Pipe with Sudden Contraction, Computers & Fluids 34, 721–742.
  • [12] Ala A. A., Tan S., Eltayeb A., Abbati Z., (2019) Experimental Study on Sudden Contraction and Split into the Inlets of Two Parallel Rectangular Jets, Experimental Thermal and Fluid Science 104, 272, 283.
  • [13] Chalfi T. Y., and Ghiaasiaan S. M., (2008) Pressure Drop Caused by Flow Area Changes in Capillaries under Low Flow Conditions, International Journal of Multiphase Flow 34, 2-12.
  • [14] Hammad K. J., and Vradis G. C., (1996) Creeping Flow of a Bingham Plastic Through Axisymmetric Sudden Contractions with Viscous Dissipation, International Journal of Heat Mass Transfer 39(8), 1555-1567.
  • [15] Yesilata B., Öztekin A., and Neti S., (1999) Instabilities in Viscoelastic Flow Through an Axisymmetric Sudden Contraction, Journal of Non-Newtonian Fluid Mechanics 85, 35-62.
  • [16] Yesilata B., Öztekin A., and Neti S., (2000) Non-isothermal viscoelastic flow through an axisymmetric sudden contraction Journal of Non-Newtonian Fluid Mechanic 89, 133-164.
  • [17] Cherrared D., and Filali E. G., (2013) Hydrodynamics and Heat Transfer in Two and Three-Dimensional Minichannels, Fluid Dynamics and Materials Processing, 9( 2), 127-151.
  • [18] Holmesa L., Faverob J., and Osswald T., (2012) Numerical Simulation of Three-Dimensional Viscoelastic Planar Contraction Flow Using the Software Open FOAM, Computers and Chemical Engineering 37, 64-73.
  • [19] Lima R. C., Andrade C. R., and Zaparoli E. L., (2008) Numerical Study of Three Recirculation Zones in the Unilateral Sudden Expansion Flow, International Communications in Heat and Mass Transfer 35, 1053–1060.
  • [20] Kaushik V. V. R., Ghosh S., Das G., and Das P. K., (2012) CFD Simulation of Core Annular Flow Through Sudden Contraction and Expansion, Journal of Petroleum Science and Engineering 86–87, 153-164.
  • [21] Schrecka E., and Schafer M., (2000) Numerical Study of Bifurcation in Three-Dimensional Sudden Channel Expansions, Computers & Fluids 29, 583-593.
  • [22] ABAQUS User's Manual (2010), Version 6.10.
  • [23] Cengel Y. A., Cimbala J. M., (2014). Fluid Mechanics Fundamentals and Applications, Mc Graw Hill, New York, USA.
  • [24] Shaughnessy E.J., Katz I. M., and Schaffer J. P., (2005) Introduction to Fluid Mechanics, Oxford University Press, New York, USA.
  • [25] Guo B., Langrish T. A. G., and Fletcher D. F., (1998) Simulation of Precession in Axisymmetric Sudden Expansion Flows, Second International Conference on CFD in the Minerals and Process Industries, Csıro, Melbourne, Australia.
  • [26] Gücüyen E., and Erdem R T., (2018) Beton Kazıklı Açık Deniz Yapısının Analizi, Selçuk Üniversitesi Mühendislik, Bilim ve Teknoloji Dergisi 6(4), 767-778.
  • [27] Guo H., Wang L., Yu J., Ye F., Ma C., and Li Z. (2010) Local resistance of fluid flow across sudden contraction in small channels, Frontiers of Energy and Power Engineering in China, vol. 4, no. 2, pp. 149-154.
Toplam 27 adet kaynakça vardır.

Ayrıntılar

Birincil Dil İngilizce
Konular Mühendislik
Bölüm Research Articles
Yazarlar

Engin Gücüyen Bu kişi benim 0000-0001-9971-8546

Recep Tuğrul Erdem Bu kişi benim 0000-0002-8895-7602

Ümit Gökkuş Bu kişi benim 0000-0002-2422-6392

Yayımlanma Tarihi 1 Eylül 2020
Gönderilme Tarihi 31 Ocak 2019
Yayımlandığı Sayı Yıl 2019 Cilt: 37 Sayı: 3

Kaynak Göster

Vancouver Gücüyen E, Erdem RT, Gökkuş Ü. NUMERICAL MODELLING OF SUDDEN CONTRACTION IN PIPE FLOW. SIGMA. 2020;37(3):903-16.

IMPORTANT NOTE: JOURNAL SUBMISSION LINK https://eds.yildiz.edu.tr/sigma/