Articles

Investigation on two-phase flow-induced vibrations of a piping structure with an elbow

Expand
  • State Key Laboratory of Mechanical System and Vibration, Shanghai Jiao Tong University, Shanghai 200240, China

Received date: 2022-04-04

  Revised date: 2022-06-18

  Online published: 2022-10-29

Supported by

The National Natural Science Foundation of China (Nos. U2141244, 11922208, 11932011, and 12121002), the National Science and Technology Major Project of the Ministry of Science and Technology of China (No. 2019ZX06004001), and the Oceanic Interdisciplinary Program of Shanghai Jiao Tong University of China (No. SL2021ZD104)

Abstract

The dynamic behaviors of a horizontal piping structure with an elbow due to the two-phase flow excitation are experimentally investigated. The effects of flow patterns and superficial velocities on the pressure pulsations and vibration responses are evaluated in detail. A strong partition coupling algorithm is used to calculate the flow-induced vibration (FIV) responses of the pipe, and the theoretical values agree well with the experimental results. It is found that the lateral and axial vibration responses of the bend pipe are related to the momentum flux of the two-phase flow, and the vibration amplitudes of the pipe increase with an increase in the liquid mass flux. The vertical vibration responses are strongly affected by the flow pattern, and the maximum response occurs in the transition region from the slug flow to the bubbly flow. Moreover, the standard deviation (STD) amplitudes of the pipe vibration in three directions increase with an increase in the gas flux for both the slug and bubbly flows. The blockage of liquid slugs at the elbow section is found to strengthen the vibration amplitude of the bend pipe, and the water-blocking phenomenon disappears as the superficial gas velocity increases.

Cite this article

Heng SU, Yegao QU, Guoxu WANG, Zhike PENG . Investigation on two-phase flow-induced vibrations of a piping structure with an elbow[J]. Applied Mathematics and Mechanics, 2022 , 43(11) : 1657 -1674 . DOI: 10.1007/s10483-022-2916-6

References

[1] BLEVINS, R. D. Flow-induced vibration in nuclear reactors:a review. Progress in Nuclear Energy, 4(1), 25-49(1979)
[2] OKAJIMA, A., YASUI, S., KIWATW, T., and KIMURAB, S. Flow-induced streamwise oscillation of two circular cylinders in tandem arrangement. International Journal of Heat and Fluid Flow, 28(4), 552-560(2007)
[3] BEAVERS, G. S. and PLUNKETT, R. Modeling of flow induced vibrations in heat exchangers and nuclear reactors. Journal of Fluids Engineering, 96(4), 358-364(1974)
[4] ZHU, H., LIN, P., and YAO, J. An experimental investigation of vortex-induced vibration of a curved flexible pipe in shear flow. Ocean Engineering, 121, 62-75(2016)
[5] TER HOFSTEDE, E., KOTTAPALLI, S., and SHAMS, A. Numerical prediction of flow induced vibrations in nuclear reactor applications. Nuclear Engineering and Design, 319, 81-90(2017)
[6] HASSAN, M. and RIZNIC, J. Evaluation of the integrity of steam generator tubes subjected to flow induced vibrations. Journal of Pressure Vessel Technology, 136(5), 051305(2014)
[7] PETTIGREW, M. and TAYLOR, C. Two-phase flow-induced vibration:an overview. Journal of Pressure Vessel Technology, 116(3), 233-253(1994)
[8] CARGNELUTTI, M. F., BELFROID, S. P. C., and SCHIFERLI, W. Two-phase flow-induced forces on bends in small scale tubes. Journal of Pressure Vessel Technology, 132(4), 041305(2010)
[9] TALLEY, J. D., WOROSZ, T., and KIM, S. Characterization of horizontal air-water two-phase flow in a round pipe part II:measurement of local two-phase parameters in bubbly flow. International Journal of Multiphase Flow, 76, 223-236(2015)
[10] ROUL, M. K. and DASH, S. K. Numerical investigation of single-phase and two-phase flow through thin orifices in horizontal pipes. Indian Journal of Science and Technology, 5(9), 3-4(2012)
[11] HOSSAIN, M., DROUBI, G. M., ISLAM, S. Z., and CHINENYE-KANU, N. M. Investigation of slug-churn flow induced transient excitation forces at pipe bend. Journal of Fluids and Structures, 91, 102733(2019)
[12] TAY, B. L. and THORPE, R. B. Effects of liquid physical properties on the forces acting on a pipe bend in gas-liquid slug flow. Chemical Engineering Research and Design, 82(3), 344-356(2004)
[13] YANG, L., MIWA, S., HIBIKI, T., ISHII, M., MOTITA, H., KONDOH, Y., and TANIMOTO, K. Experimental study of internal two-phase flow induced fluctuating force on a 90° elbow. Chemical Engineering Science, 76(1), 173-187(2012)
[14] RUSPINI, L. C., MARCEL, C. P., and CLAUSSE, A. Two-phase flow instabilities:a review. International Journal of Heat and Mass Transfer, 71, 521-548(2014)
[15] SHIRAISHI, T., WATAKABE, H., SAGO, H., NAKAMURA, T., and FUJII, T. Flow-induced vibration of large-diameter elbow:flow pattern and pressure pulsation. The Proceedings of the JSME Annual Meeting, 7, 103-104(2004)
[16] WEISMAN, J., DUNCAN, D., GIBSON, J., and CRAWFORD, T. Effects of fluid properties and pipe diameter on two-phase flow patterns in horizontal lines. International Journal of Multiphase Flow, 5(6), 437-462(1979)
[17] MIWA, S., HIBIKI, T., and MORI, M. Analysis of flow-induced vibration due to stratified wavy two-phase flow. Journal of Fluids Engineering, 138(9), 091302(2016)
[18] GIRAUDEAU, M., MUREITHI, N. W., and PETTIGREW, M. J. Two-phase flow-induced forces on piping in vertical upward flow:excitation mechanisms and correlation models. Journal of Pressure Vessel Technology, 135(3), 030907(2013)
[19] TAY, B. L. and THOTPE, R. B. Hydrodynamic forces acting on pipe bends in gas-liquid slug flow. Chemical Engineering Research and Design, 92, 812-825(2014)
[20] RIVERIN, J. L. and PETTIGREW, M. J. Vibration excitation forces due to two-phase flow in piping elements. Journal of Pressure Vessel Technology, 129(1), 7-13(2007)
[21] ORTIZ-VIDAL, L. E., MUREITHI, N. W., and RODRIGUEZ, O. M. H. Vibration response of a pipe subjected to two-phase flow:analytical formulations and experiments. Nuclear Engineering and Design, 313, 214-224(2017)
[22] SO, R. and ANWER, M. Swirling turbulent flow through a curved pipe. Experiments in Fluids, 14(3), 169-177(1993)
[23] HIRT, C. W. and NICHOLS, B. D. Volume of fluid (VOF) method for the dynamics of free boundaries. Journal of Computational Physics, 39, 201-225(1981)
[24] BRACKBILL, J. U., KOTHE, D. B., and ZEMACH, C. A continuum method for modeling surface tension. Journal of Computational Physics, 100(2), 335-354(1992)
[25] JONES, W. P. and LAUNDER, B. E. The prediction of laminarization with a two-equation model of turbulence. International Journal of Heat and Mass Transfer, 15(2), 301-314(1972)
[26] JAEGER, J., SANTOS, C. M., ROSA, L. M., MEIER, H. F., and NORILER, D. Experimental and numerical evaluation of slugs in a vertical air-water flow. International Journal of Multiphase Flow, 101, 152-166(2018)
[27] MANSOUR, M., LANDAGE, A., KHOT, P., NIGAM, K. D. P., and ZHRINGER, K. Numerical study of gas-liquid two-phase flow regimes for upward flow in a helical pipe. Industrial and Engineering Chemistry Research, 59, 3873-3886(2019)
[28] NEWMARK, N. M. A method of computation for structural dynamics. Journal of Engineering Mechanics, 85(1), 67-94(1959)
[29] HEWITT, S., MARGETTS, L., REVELL, A., PANKAJ, P., and LEVRERO, F. OpenFPCI:a parallel fluid-structure interaction framework. Computer Physics Communications, 244, 469-482(2019)
[30] HASHEMINEJAD, S. M. and MASOUMI, Y. Hybrid active flow induced vibration control of a circular cylinder equipped with a wake-mounted smart piezoelectric bimorph splitter plate. Journal of Fluids and Structures, 110, 103531(2022)
[31] TALLEY, J. D., WOROSZ, T., KIM, S., and BUCHANAN, J. R. Characterization of horizontal air-water two-phase flow in a round pipe part I:flow visualization. International Journal of Multiphase Flow, 76, 212-222(2015)
Outlines

/

APS Journals | CSTAM Journals | AMS Journals | EMS Journals | ASME Journals