Research on the Correction Model for Measuring the Rheology of Oil-Based Drilling Fluids in Straight Pipes Under Pulsating Flow
DOI:
https://doi.org/10.54097/rnw8mw16Keywords:
Drilling fluid rheology; straight pipe measurement; fluid pulsation; simulation analysis; rheological measurement model.Abstract
The currently common method for the automated real-time accurate measurement of drilling fluid rheology is the straight pipe measurement. However, the pulsating flow generated by the pumping equipment often leads to significant data errors in pressure difference and flow measurement, resulting in low accuracy of the calculated rheological parameters. To address the issue of data errors caused by pulsating flow, this paper proposes a correction model for straight pipe drilling fluid rheology measurement under pulsating conditions. Through research and theoretical analysis of the pulsating flow produced by diaphragm pumps, we derived the variation laws of outlet fluid flow rate, pressure, and diaphragm pump operating frequency, resulting in an expression for outlet flow velocity, which provides initial parameters for subsequent simulations. We then conducted 3D modeling and simulations of the measurement pipe in the actual experimental setup, obtaining a correction model for fluid rheology measurement under the influence of pulsating flow based on numerous simulation results. Finally, comparative experiments were conducted on a constructed experimental platform, comparing the results at different flow rates, viscosities, and temperatures against a rotating viscometer as the standard. The average deviations for the corrected rheological parameters were found to be 2.69% for apparent viscosity (AV), 2.362% for plastic viscosity (PV), and 3.056% for yield point (YP), effectively reducing the data errors in pressure difference and flow measurement caused by pulsating flow.
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[1] R. L. Anderson, I. Ratcliffe, H. C. Greenwell, P. A. Williams, S. Cliffe, and P. V. Coveney, ‘‘Clay swelling—A challenge in the oilfield,’’ Earth- Sci. Rev., vol. 98, nos. 3–4, pp. 201–216, Feb. 2010.
[2] J. A. Andaverde, J. A. Wong-Loya, Y. Vargas-Tabares, and M. Robles, ‘‘A practical method for determining the rheology of drilling fluid,’’ J. Petroleum Sci. Eng., vol. 180, pp. 150–158, Sep. 2019.
[3] M. Gray and M. Miles. (2016). Field Device To Measure Viscosity Density and Other Slurry Properties in Drilled Shafts: Final Report. [Online]. Available: https://rosap.ntl.bts.gov/view/dot/31051
[4] J. Yin, J. Li, and Y. Xiao, ‘‘A new methodology of nonlinear parameter approximation used for rheological model of drilling fluids,’’ in Proc. 7th Int. Conf. Natural Comput., vol. 4, 2011, pp. 1919–1922.
[5] Y. Zhang, M. Huang, Y. Kan, L. Liu, X. Dai, G. Zheng, and Z. Zhang, ‘‘Influencing factors of viscosity measurement by rotational method,’’ Polym. Test., vol. 70, pp. 144–150, Sep. 2018.
[6] A. Saasen, T. H. Omland, S. Ekrene, J. Brévière, E. Villard, N. Kaageson-Loe, A. Tehrani, J. Cameron, M. Freeman, F. Growcock, A. Patrick, T. Stock, T. Jørgensen, F. Reinholt, H. E. F. Amundsen, A. Steele, and G. Meeten, ‘‘Automatic measurement of drilling fluid and drill-cuttings properties,’’ SPE Drilling Completion, vol. 24, no. 4, pp. 611–625, Dec. 2009. O’Brien, J. (2005). "Rheology of Drilling Fluids." SPE Annual Technical Conference and Exhibition.
[7] N. Liu, H. Gao, Y. Xu, X. Chai, Y. Hu, and L. Duan, ‘‘Design and use of an online drilling fluid pipe viscometer,’’ Flow Meas. Instrum., vol. 87, Oct. 2022, Art. no. 102224.
[8] K.-I. Funakoshi and A. Nozawa, ‘‘Development of a method for measuring the density of liquid sulfur at high pressures using the falling-sphere technique,’’ Rev. Sci. Instrum., vol. 83, no. 10, Oct. 2012, Art. no. 103908.
[9] M. P. McIntyre,G. van Schoor, K. R. Uren, and C. P. Kloppers, ‘‘Modelling the pulsatile flow rate and pressure response of a roller-type peristaltic pump,’’ Sens. Actuators A, Phys., vol. 325, Jul. 2021, Art. no. 112708.
[10] O. E. Agwu,J. U. Akpabio,M. E. Ekpenyong,U. G. Inyang,D. E. Asuquo, I. J. Eyoh, andO. S. Adeoye, ‘‘A critical review of drilling mud rheological models,’’ J. Petroleum Sci. Eng., vol. 203, Aug. 2021, Art. no. 108659.
[11] R. Wiśniowski, K. Skrzypaszek, and T. Małachowski, ‘‘Selection of a suit- ablerheological model for drilling fluid using applied numerical methods,’’ Energies, vol. 13, no. 12, p. 3192, Jun. 2020.
[12] Brennan M J,Ellott S J,Pinnington R J. A non-intrusive fluid-wave actuator and sensor pair for the active control of fluid-borne vibrations in a pipe [J]. Smart Materials & Structures, 1996(5(3): 281).
[13] Yokata Somada,Yamaguchi H.Study on an active accumulator: Active control of high-frequency pulsation of flow rate in hydraulic systems[J]. Bulletin of the JSME, 1996, 39(1): 119-124.
[14] S. D. C. Magalhães Filho, M. Folsta, E. V. N. Noronha, C. M. Scheid, and L. A. Calçada, ‘‘Study of continuous rheological measurements in drilling fluids,’’ Brazilian J. Chem. Eng., vol. 34, no. 3, pp. 775–788, Jul. 2017.
[15] B. S. Lee and E. I. Rivin, ‘‘Finite element analysis of load-deflection and creep characteristics of compressed rubber components for vibration control devices,’’ J. Mech. Des., vol. 118, no. 3, pp. 328–336, Sep. 1996.
[16] F. Lyu, S. Ye, J. Zhang,B. Xu,W. Huang,H. Xu, and X. Huang, ‘‘Theoret- ical and simulation investigations on flow ripple reduction of axial piston pumps using nonuniform distribution of pistons,’’ J. Dyn. Syst., Meas., Control, vol. 143, no.4, Apr. 2021, Art. no. 041008.
[17] M. G. Rabie, ‘‘On the application of oleo-pneumatic accumulators for the protection of hydraulic transmission lines against water hammer—A theoretical study,’’ Int. J. Fluid Power, vol. 8, no. 1, pp. 39–49, Jan. 2007.
[18] P. Li,H.-A. Qiu,C. Wang,Y. Wu, and F. Miao, ‘‘Research on reverberation cancellation algorithm based on empirical mode decomposition,’’ in Proc. IEEE Int. Conf. Inf. Technol., Big Data Artif. Intell. (ICIBA), vol. 1, Nov. 2020, pp. 941–945.
[19] E. J. Garcia and J. F. Steffe, ‘‘Comparison of friction factor equations for non-newtonian fluids in pipe flow,’’ J. Food Process Eng., vol. 9, no. 2, pp. 93–120, Apr. 1986.
[20] J. K. Zhang, G. S. Li, and Y. J. Guo, ‘‘Optimization and evaluation on drilling fluid rheological model,’’ Sci. Technol. Eng., vol. 13, no. 26, pp. 7619–7623, Sep. 2013.
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