Research Papers: Energy Systems Analysis

A Model of Multiphase Flow Dynamics Considering the Hydrated Bubble Behaviors and Its Application to Deepwater Kick Simulation

[+] Author and Article Information
Xiaohui Sun, Yonghai Gao, Zhiyuan Wang

School of Petroleum Engineering,
China University of Petroleum (East China),
Qingdao 266580, China

Baojiang Sun

School of Petroleum Engineering,
China University of Petroleum (East China),
66 Changjiang West Road, Huangdao,
Qingdao 266580, China
e-mail: sunbj1128@126.com

1Corresponding author.

Contributed by the Advanced Energy Systems Division of ASME for publication in the JOURNAL OF ENERGY RESOURCES TECHNOLOGY. Manuscript received July 27, 2017; final manuscript received May 2, 2018; published online May 29, 2018. Assoc. Editor: Reza Sheikhi.

J. Energy Resour. Technol 140(8), 082004 (May 29, 2018) (11 pages) Paper No: JERT-17-1389; doi: 10.1115/1.4040190 History: Received July 27, 2017; Revised May 02, 2018

The interaction between hydrated bubble growth and multiphase flow dynamics is important in deepwater wellbore/pipeline flow. In this study, we derived a hydrate shell growth model considering the intrinsic kinetics, mass and heat transfer, and hydrodynamics mechanisms in which a partly coverage assumption is introduced for elucidating the synergy of bubble hydrodynamics and hydrate morphology. Moreover, a hydro-thermo-hydrate model is developed considering the intercoupling effects including interphase mass and heat transfer, and the slippage of hydrate-coated bubble. Through comparison with experimental data, the performance of proposed model is validated and evaluated. The model is applied to analyze the wellbore dynamics process of kick evolution during deepwater drilling. The simulation results show that the hydrate formation region is mainly near the seafloor affected by the fluid temperature and pressure distributions along the wellbore. The volume change and the mass transfer rate of a hydrated bubble vary complicatedly, because of hydrate formation, hydrate decomposition, and bubble dissolution (both gas and hydrate). Moreover, hydrate phase transition can significantly alter the void fraction and migration velocity of free gas in two aspects: (1) when gas enters the hydrate stability field (HSF), a solid hydrate shell will form on the gas bubble surface, and thereby, the velocity and void fraction of free gas can be considerably decreased; (2) the free gas will separate from solid hydrate and expand rapidly near the sea surface (outside the HSF), which can lead to an abrupt hydrostatic pressure loss and explosive development of the gas kick.

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Wong, K. V. , 2014, “ Need for Engineering Solutions to Problems Associated With Offshore Oil and Gas Production,” ASME J. Energy Resour. Technol., 136(3), p. 034702. [CrossRef]
Wu, H. , Du, Q. , Hou, J. , Li, J. , Gong, R. , Liu, Y. , and Li, Z. , 2017, “ Characterization and Prediction of Gas Breakthrough With Cyclic Steam and Gas Stimulation Technique in an Offshore Heavy Oil Reservoir,” ASME J. Energy Resour. Technol., 139(3), p. 032801. [CrossRef]
Wang, Z. , Zhao, Y. , Sun, B. , Chen, L. , Zhang, J. , and Wang, X. , 2016, “ Modeling of Hydrate Blockage in Gas-Dominated Systems,” Energy Fuels, 30(6), pp. 4653–4666. [CrossRef]
Ibraheem, S. O. , Adewumi, M. A. , and Savidge, J. L. , 1998, “ Numerical Simulation of Hydrate Transport in Natural Gas Pipeline,” ASME J. Energy Resour. Technol., 120(1), pp. 20–26. [CrossRef]
Mori, Y. H. , 1998, “ Clathrate Hydrate Formation at the Interface Between Liquid CO2 and Water Phases—A Review of Rival Models Characterizing “Hydrate Films,” Energy Convers. Manage., 39(15), pp. 1537–1557. [CrossRef]
Sun, C. Y. , Peng, B. Z. , Dandekar, A. , Ma, Q. L. , and Chen, G. J. , 2010, “ Studies on Hydrate Film Growth,” Annu. Rep. Sect. C: Phys. Chem., 106, pp. 77–100. [CrossRef]
Sloan, E. D. , and Koh, C. A. , 2008, Clathrate Hydrates of Natural Gases, CRC Press, Boca Raton, FL.
Uddin, M. , Coombe, D. , Law, D. , and Gunter, B. , 2006, “ Numerical Studies of Gas Hydrate Formation and Decomposition in a Geological Reservoir,” ASME J. Energy Resour. Technol., 130(3), p. 032501. [CrossRef]
Egorov, A. V. , Nigmatulin, R. I. , and Rozhkov, A. N. , 2014, “ Transformation of Deep-Water Methane Bubbles Into Hydrate,” Geofluids, 14(4), pp. 430–442. [CrossRef]
Yapa, P. D. , and Chen, F. , 2004, “ Behavior of Oil and Gas From Deepwater Blowouts,” J. Hydraul. Eng., 130(6), pp. 540–553. [CrossRef]
Zheng, L. , and Yapa, P. D. , 2002, “ Modeling Gas Dissolution in Deepwater Oil/Gas Spills,” J. Mar. Syst., 31(4), pp. 299–309. [CrossRef]
Topham, D. R. , 1984, “ The Formation of Gas Hydrates on Bubbles of Hydrocarbon Gases Rising in Seawater,” Chem. Eng. Sci., 39(5), pp. 821–828. [CrossRef]
Lorenzo, M. D. , Aman, Z. M. , Soto, G. S. , Johns, M. , Kozielski, K. A. , and May, E. F. , 2014, “ Hydrate Formation in Gas-Dominant Systems Using a Single-Pass Flowloop,” Energy Fuels, 28(5), pp. 3043–3052. [CrossRef]
Jassim, E. , Abdi, M. A. , and Muzychka, Y. , 2010, “ A New Approach to Investigate Hydrate Deposition in Gas-Dominated Flowlines,” J. Nat. Gas Sci. Eng., 2(4), pp. 163–177. [CrossRef]
Davies, S. R. , Boxall, J. A. , Dieker, L. E. , Sum, A. K. , Koh, C. A. , Sloan, E. D. , Creek, J. L. , and Xu, Z. G. , 2010, “ Predicting Hydrate Plug Formation in Oil-Dominated Flowlines,” J. Pet. Sci. Eng., 72(3–4), pp. 302–309. [CrossRef]
Yapa, P. D. , Dasanayaka, L. K. , Bandara, U. C. , and Nakata, K. , 2010, “ A Model to Simulate the Transport and Fate of Gas and Hydrates Released in Deepwater,” J. Hydraul. Res., 48(5), pp. 559–572. [CrossRef]
Warzinski, R. P. , Lynn, R. , Haljasmaa, I. , Leifer, I. , Shaffer, F. , Anderson, B. J. , and Levine, J. S. , 2014, “ Dynamic Morphology of Gas Hydrate on a Methane Bubble in Water: Observations and New Insights for Hydrate Film Models,” Geophys. Res. Lett., 41(19), pp. 6841–6847. [CrossRef]
Chen, L. , Levine, J. S. , Gilmer, M. W. , Sloan, E. D. , Koh, C. A. , and Sum, A. K. , 2014, “ Methane Hydrate Formation and Dissociation on Suspended Gas Bubbles in Water,” J. Chem. Eng. Data, 59(4), pp. 1045–1051. [CrossRef]
Zhang, Y. , and Xu, Z. , 2003, “ Kinetics of Convective Crystal Dissolution and Melting, With Applications to Methane Hydrate Dissolution and Dissociation in Seawater,” Earth Planet Sci. Lett., 213(1–2), pp. 133–148. [CrossRef]
Li, C. , and Huang, T. , 2016, “ Simulation of Gas Bubbles With Gas Hydrates Rising in Deep Water,” Ocean Eng., 112, pp. 16–24. [CrossRef]
McGinnis, D. F. , Greinert, J. , Artemov, Y. , Beaubien, S. E. , and Wüest, A. , 2006, “ Fate of Rising Methane Bubbles in Stratified Waters: How Much Methane Reaches the Atmosphere?,” J. Geophys. Res.: Oceans, 111(C9), pp. 141–152. [CrossRef]
Davies, S. R. , Sloan, E. D. , Sum, A. K. , and Koh, C. A. , 2010, “ In Situ Studies of the Mass Transfer Mechanism Across a Methane Hydrate Film Using High-Resolution Confocal Raman Spectroscopy,” J. Phys. Chem. C, 114(2), pp. 1173–1180. [CrossRef]
Nickens, H. V. , 1987, “ A Dynamic Computer Model of a Kicking Well,” SPE Drill. Eng., 2(02), pp. 159–173. [CrossRef]
Starrett, M. P. , Hill, A. D. , and Sepehrnoori, K. , 1990, “ A Shallow-Gas-Kick Simulator Including Diverter Performance,” SPE Drill. Eng., 5(1), pp. 79–85. [CrossRef]
Fjelde, K. K. , Frøyen, J. , and Ghauri, A. A. , 2016, “ A Numerical Study of Gas Kick Migration Velocities and Uncertainty,” SPE Bergen One Day Seminar, Grieghallen, Bergen, Norway, Apr. 20, SPE Paper No. SPE-180053-MS.
Wang, Z. , Peden, J. M. , and Lemanczyk, R. Z. , 1994, “ Gas Kick Simulation Study for Horizontal Wells,” SPE/IADC Drilling Conference, Dallas, TX, Feb. 15–18, SPE Paper No. SPE 27498-MS.
Vefring, E. H. , Wang, Z. , Gaard, S. , and Bach, G. F. , 1995, “ An Advanced Kick Simulator for High Angle and Horizontal Wells—Part I,” SPE/IADC Drilling Conference, Amsterdam, The Netherlands, Feb. 28–Mar. 2, SPE Paper No. SPE 29345-MS.
White, D. B. , and Walton, I. C. , 1990, “ A Computer Model for Kicks in Water-and Oil-Based Muds,” SPE/IADC Drilling Conference, Houston, TX, Feb. 27–Mar. 2, SPE Paper No. SPE 19975-MS.
Petersen, J. , Bjørkevoll, K. S. , and Lekvam, K. , 2001, “ Computing the Danger of Hydrate Formation Using a Modified Dynamic Kick Simulator,” SPE/IADC Drilling Conference, Amsterdam, The Netherlands, Feb. 27–Mar. 1, SPE Paper No. SPE 67749-MS.
Wang, Z. Y. , Sun, B. J. , Cheng, H. Q. , and Gao, Y. H. , 2008, “ Prediction of Gas Hydrate Formation Region in the Wellbore of Deepwater Drilling,” Pet. Explor. Dev., 35(6), pp. 731–735. [CrossRef]
Shimizu, T. , Yamamoto, Y. , and Tenma, N. , 2016, “ Methane-Hydrate-Formation Processes in Methane/Water Bubbly Flows,” SPE J., 22(3), pp. 746–755.
Barnea, D. , 1987, “ A Unified Model for Predicting Flow-Pattern Transitions for the Whole Range of Pipe Inclinations,” Int. J. Multiphase Flow, 13(1), pp. 1–12. [CrossRef]
Shen, X. , and Hibiki, T. , 2015, “ Interfacial Area Concentration in Gas–Liquid Bubbly to Churn Flow Regimes in Large Diameter Pipes,” Int. J. Heat Fluid Flow, 54, pp. 107–118. [CrossRef]
Chen, F. , and Yapa, P. D. , 2001, “ Estimating Hydrate Formation and Decomposition of Gases Released in a Deepwater Ocean Plume,” J. Mar. Syst., 30(1–2), pp. 21–32. [CrossRef]
Rehder, G. , Leifer, I. , Brewer, P. G. , Friederich, G. , and Peltzer, E. T. , 2009, “ Controls on Methane Bubble Dissolution Inside and Outside the Hydrate Stability Field From Open Ocean Field Experiments and Numerical Modeling,” Mar. Chem., 114(1–2), pp. 19–30. [CrossRef]
Jähne, B. , Heinz, G. , and Dietrich, W. , 1987, “ Measurement of the Diffusion Coefficients of Sparingly Soluble Gases in Water,” J. Geophys. Res.: Oceans, 92(C10), pp. 10767–10776. [CrossRef]
Blass, E. , 1988, “ Formation and Coalescence of Bubbles and Droplets,” Chem. Ing. Tech., 60(12), pp. 935–947. [CrossRef]
Uchida, T. , and Kawabata, J. , 1997, “ Measurements of Mechanical Properties of the Liquid CO2-Water-CO2-Hydrate System,” Energy, 22(2–3), pp. 357–361. [CrossRef]
Li, S. L. , Sun, C. Y. , Chen, G. J. , Li, Z. Y. , Ma, Q. L. , Yang, L. Y. , and Sum, A. K. , 2014, “ Measurements of Hydrate Film Fracture Under Conditions Simulating the Rise of Hydrated Gas Bubbles in Deep Water,” Chem. Eng. Sci., 116, pp. 109–117. [CrossRef]
Englezos, P. , Kalogerakis, N. , Dholabhai, P. D. , and Bishnoi, P. R. , 1987, “ Kinetics of Formation of Methane and Ethane Gas Hydrates,” Chem. Eng. Sci., 42(11), pp. 2647–2658. [CrossRef]
Holder, G. D. , Mokka, L. P. , and Warzinski, R. P. , 2001, “ Formation of Gas Hydrates From Single-Phase Aqueous Solutions,” Chem. Eng. Sci., 56(24), pp. 6897–6903. [CrossRef]
Skovborg, P. , and Rasmussen, P. , 1994, “ A Mass Transport Limited Model for the Growth of Methane and Ethane Gas Hydrates,” Chem. Eng. Sci., 49(8), pp. 1131–1143. [CrossRef]
Kim, H. C. , Bishnoi, P. R. , Heidemann, R. A. , and Rizvi, S. S. H. , 1987, “ Kinetics of Methane Hydrate Decomposition,” Chem. Eng. Sci., 42(7), pp. 1645–1653. [CrossRef]
Duan, Z. , and Mao, S. , 2006, “ A Thermodynamic Model for Calculating Methane Solubility, Density and Gas Phase Composition of Methane-Bearing Aqueous Fluids From 273 to 523K and From 1 to 2000 bar,” Geochim. Cosmochim. Acta, 70(13), pp. 3369–3386. [CrossRef]
Makogon, T. , and Sloan, E. D. , 1994, “ Phase Equilibrium for Methane Hydrate From 190 to 262 K,” J. Chem. Eng. Data, 39(2), pp. 351–353. [CrossRef]
Hasan, A. R. , and Kabir, C. S. , 2002, Fluid Flow and Heat Transfer in Wellbores, Society of Petroleum Engineers, Richardson, TX.
Pan, L. , Webb, S. W. , and Oldenburg, C. M. , 2011, “ Analytical Solution for Two-Phase Flow in a Wellbore Using the Drift-Flux Model,” Adv. Water Resour., 34(12), pp. 1656–1665. [CrossRef]
Shi, H. , Holmes, J. A. , Durlofsky, L. J. , Aziz, K. , Diaz, L. , Alkaya, B. , and Oddie, G. , 2005, “ Drift-Flux Modeling of Two-Phase Flow in Wellbores,” SPE J., 10(1), pp. 24–33. [CrossRef]
Livescu, S. , Durlofsky, L. J. , Aziz, K. , and Ginestra, J. C. , 2010, “ A Fully-Coupled Thermal Multiphase Wellbore Flow Model for Use in Reservoir Simulation,” J. Pet. Sci. Eng., 71(3–4), pp. 138–146. [CrossRef]
Hasan, A. R. , and Kabir, C. S. , 1991, “ Heat Transfer During Two-Phase Flow in Wellbores—Part I: Formation Temperature,” SPE Annual Technical Conference and Exhibition, Dallas, TX, Oct. 6–9, SPE Paper No. SPE-22866-MS.
Gao, Y. , Cui, Y. , Xu, B. , Sun, B. , Zhao, X. , Li, H. , and Chen, L. , 2017, “ Two Phase Flow Heat Transfer Analysis at Different Flow Patterns in the Wellbore,” Appl. Therm. Eng., 117, pp. 544–552. [CrossRef]
Gao, C. , 2003, “ Empirical Heat Transfer Model for Slug Flow and Bubble Flow in Vertical Subsea Pipes,” Nigeria Annual International Conference and Exhibition, Abuja, Nigeria, Aug. 4–6, SPE Paper No. SPE-85651-MS.
Ekrann, S. , and Rommetveit, R. , 1985, “ A Simulator for Gas Kicks in Oil-Based Drilling Muds,” SPE Annual Technical Conference and Exhibition, Las Vegas, NV, Sept. 22–26, SPE Paper No. SPE-14182-MS.
Tsimpanogiannis, I. N. , Economou, I. G. , and Stubos, A. K. , 2014, “ Methane Solubility in Aqueous Solutions Under Two-Phase (H–Lw) Hydrate Equilibrium Conditions,” Fluid Phase Equilib., 371, pp. 106–120. [CrossRef]
Greenberg, J. , 2008, “ Weatherford Sensors Track Vibration to Increase ROP, Temperature Changes for Early Kick Detection,” Drill. Contractor, 64(2), pp. 46–47.
Dai, G. C. , and Chen, M. H. , 2005, Fluid Mechanics in Chemical Engineering, Chemical Industry Press, Beijing, China (in Chinese).


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Fig. 1

Schematic of lifetime of hydrate coated bubble

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Fig. 2

Schematic of the hydrate shell growth process on a gas bubble

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Fig. 3

Schematic of heat transfer during deepwater during

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Fig. 4

Experimental pressure and simulated gas solubility at different times

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Fig. 5

Comparison of experimental and simulated results of formed hydrate moles

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Fig. 6

(a) Flow function of flow field (R = 2 mm) and (b) mass transfer boundary layer surrounding a rising bubble

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Fig. 7

Lifetime of a single bubble (R = 2 mm) during kick evolution

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Fig. 8

Hydrate stability field and distributions of temperature and gas solubility along the wellbore at 5500 s

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Fig. 9

Annulus temperature profiles along the wellbore at different times

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Fig. 10

Distribution of hydrate along the wellbore at different times

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Fig. 11

Distribution of dissolved gas along the wellbore at different times

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Fig. 12

The effect of hydrate phase transition on pit gain variation




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