The study of erosive wear of the shaped elements of compressor station manifold of a gas pipeline

Authors

  • Ya. V. Doroshenko, Т. І. Мarko, Yu. І. Doroshenko

Keywords:

a bend, a discrete phase, concentration fields, Finney equation, T-junction, the Lagrangian approach.

Abstract

The research is made to identify the places of intense strikes of liquid and solid particles to the wall of compressor station
manifold of a gas pipeline, their erosive wear and to calculate the erosion rate.
There is carried out 3D modeling of compressor station piping and its shaped elements, where a complex movement of
multiphase flows, change of their direction, swirl, strikes of discrete phases to the wall of a pipeline as well as erosive wear of the
pipeline wall occur.
Based on the Lagrangian approach (the Discrete Phase Model) there were developed methods for modeling the erosive
wear of compressor station manifold shaped elements (bends, T-junctions) using ANSYS Fluent R17.0 Academic software. A
mathematical model is based on solving the Navier–Stokes, continuity, discrete phases motion and the Finney equations, two–
parameter k -e Launder–Sharma turbulence model with appropriate initial and boundary conditions. The simulation was
performed for different motion patterns of gas (gas moves through T-junction run-pipe to the T-junction branch; gas moves
through the branch of T-junction to the T-junction run-pipe, in which a portion of gas stream flows in one side of the run-pipe,
and the rest of the gas stream – in the other one; gas moves through the T-junction branch to one side of the T-junction run-pipe).
The simulation results were visualized in ANSYS Fluent R17.0 Academic postprocessor by building concentration fields of
a discrete phase and erosion rate fields at shaped elements contours. Having studied the obtained results there were identified
places of intense strikes of liquid and solid particles to the wall of shaped elements of compressor station manifold, the intensive
erosive wear of a pipeline wall and there was calculated the erosion rate.

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References

[1] Abdolkarimi, V & Mohammadikhah, R 2013, ‘CFD
modeling of particulates erosive effect on a commercial scale
pipeline bend’, ISRN Chemical Engineering, vol. 2013,
pp. 1–10.
[2] Abdua, A 2011, Estimating erosion in oil and gas
pipe line due to sand presence, Karlskrona, Sweden.
[3] Azimian, M & Bart, H 2014, ‘Investigation of
hydroabrasion in slurry pipeline elbows and T–junctions’,
Journal of Energy and Power Engineering, no. 8, pp. 8–65.
[4] Mazumder, Q 2012, ‘Effect of Liquid and Gas
Velocities on Magnitude and Location of Maximum Erosion
in U–Bend’, Journal of Fluid Dynamics, no. 2, pp. 29–34.
[5] Zhang, H, Tan, Y & Yang, D 2012, ‘Numerical
investigation of the location of maximum erosive wear
damage in elbow: Effect of slurry velocity, bend orientation
and angle of elbow’, Powder Technology, no. 217, pp. 467–
476.
[6] Hongjun, Z, Yuanhua, L & Guang, F 2013,
‘Numerical analysis of flow erosion on sand discharge pipe in
nitrogen drilling’, Advances in Mechanical Engineering,
vol. 2013, pp. 1–10.
[7] Dorina, I 2012, ‘Reduction of pipe wall erosion by
creating a vortex flow in anthracite powder pneumatic
transport for power plants’, International conference on
renewable energies and power quality (ICREPQ’12), Santiago
de Compostela: European Association for the Development of
Renewable Energies, Environment and Power Quality
(EA4EPQ). [30 March 2012].
[8] Hadžiahmetović, H, Hodžić, N, Kahrimanović, D &
Džaferović, E 2014, ‘Computational fluid dynamics (CFD)
based erosion prediction model in elbows’, Technical Gazette
21, no. 2, pp. 275–282.
[9] Tarek, M, Walid, A, Soubhi, H & Hamdy, O 2011,
‘CFD Simulation of Dilute Gas–Solid Flow in 90° Square
Bend’, Energy and Power Engineering, no. 3, pp. 246–252.
[10] Industry Standard 1981, Steel welded details of the
main pipelines of up to 10.0 MPa (100 kgf/cm2). Welded
T–junctions with reinforcing patches. Dimensions,
OST 102-61-81, Ministry of Construction of Oil and Gas
Industry Enterprises.
[11] Specifications 2005, Connecting parts for main gas
pipelines up to 9.8 MPa (100 kgf/cm2), Gas Specifications
102-488/1-05, JSC Trubodetal.
[12] Squires, K & Eaton, J 1990, ‘Particle response and
turbulence modification in isotropic turbulence’, Phys. Fluid,
vol. 2, no. 7, pp. 1191–1203.
[13] Hinze, JO 1975, Turbulence, McGraw-Hill, New
York.
[14] Kochevskyi, AN 2004, Possibilities of fluid and gas
flows modeling using modern software products, Herald of
Sumy State University, Technical Sciences, no.3, pp. 5–20.
[15] Finnie, I & Kabil, Y 1965, ‘On the formation of
surface ripples during erosion’, Wear, no. 8, pp. 60–69.
[16] Doroshenko, YaV, Marko, TI, Doroshenko, YuI
2016, ‘Study of the gas movement dynamics by the shaped
elements of compressor station manifold’, Scientific Herald,
no.1 (40), pp. 60–69.
[17] Kotliar, IYa, Piliak, VM 1971, ‘Operation of gas
pipelines’, Nedra, Leningrad. (in Russian).
[18] State Standard 1994, Combustible natural gases for
industrial and municipal purposes. Specifications, State OST
5542-87, Publishing House of Standards.
[19] Usachev, AP, Shuraits, AL, Zhelanov, VP, Nedlin,
MS, Demchuk, VYu, Zubailov GI 2009, ‘Analysis of
dangerous joint effects of mechanical particles and
disproportionate efforts on the elements of gas control points’,
Scientific and technical problems of improving and developing
gas supply systems, A collection of scientific papers, pp. 4–14.
[20] Sinaisky, EG, Lapiga, EYa, Zaitsev, YuV 2002,
Separation of multiphase multicomponent systems, LLC
Nedra-Business Center, Moscow. (in Russian).
[21] Gimatudinov, ShK 1971, Physics of the Oil and
Gas Reservoir, Nedra, Moscow. (in Russian).
[22 Doroshenko, YaV, Marko, TI, Doroshenko, YuI
2016 ‘Study of the multiphase flows movement dynamics by
the shaped elements of compressor station manifold’,
International Scientific Journal, no.7, pp. 68–77.

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Published

2018-06-06

How to Cite

Yu. І. Doroshenko Y. V. D. Т. І. М. (2018). The study of erosive wear of the shaped elements of compressor station manifold of a gas pipeline. JOURNAL OF HYDROCARBON POWER ENGINEERING, 3(2), 65–78. Retrieved from https://ogpe.nung.edu.ua/index.php/jhpe/article/view/54