Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines

The conventional equations for describing the flow characteristics of the mixtures merely consider fluid that is homogenic, if it is above the bubble point conditions but ignore that a system containing sub-micron sized gas or vapor bubbles distributed throughout the volume of the liquid, which can...

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Main Authors: Ismayilov Gafar G., Fataliyev Vugar M., Iskenderov Elman Kh.
Format: Article
Language:English
Published: De Gruyter 2019-05-01
Series:Open Physics
Subjects:
Online Access:https://doi.org/10.1515/phys-2019-0021
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spelling doaj-d10e7eb4fe0545fb80f15fe49b4b6b172021-09-05T13:59:36ZengDe GruyterOpen Physics2391-54712019-05-0117120621310.1515/phys-2019-0021phys-2019-0021Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelinesIsmayilov Gafar G.0Fataliyev Vugar M.1Iskenderov Elman Kh.2Azerbaijan State Oil and Industry University, FacultyGas, Petroleum and Mining, Baku, AzerbaijanAzerbaijan National Academy of Sciences, Institute Geology and Geophysics, Baku, AzerbaijanAzerbaijan State Oil and Industry University, Department Oil and Gas Transportation and Storage, Baku, AzerbaijanThe conventional equations for describing the flow characteristics of the mixtures merely consider fluid that is homogenic, if it is above the bubble point conditions but ignore that a system containing sub-micron sized gas or vapor bubbles distributed throughout the volume of the liquid, which can exhibit unexpected heterogenic and complex phase properties. In this paper, a new mathematical model for the flowing gas-liquid mixture is presented, which has been proposed considering the colloidal feature of the system above the saturation or bubble point pressure. This approach is more in line with the actual dynamic performance of the oil and gas mixture export pipeline. Experimental data, simulations and field case studies validate the new proposed mathematical model of flow characteristics in pipeline. The obtained results confirmed that the calculated data are in good agreement with the experimental data. Based on Azerbaijan oil-gas-condensate field “Guneshli” data, this new model was used for calculating the condition in which the transformation of the flow characteristics from stable into instable is occurred. It has been discovered that the flow becomes unstable at a pressure about 30% higher than Bubble Point Pressure, which causes pulsation effect in the pipeline structure. However, homogenic behavior should be observed in this hydrodynamic condition. Also, the model provides a guideline on how to optimize the flow rate by adjusting the pipeline parameters to minimize the flow resistance, liquid slugging and hydraulic hammering effects, which cause instable operation.https://doi.org/10.1515/phys-2019-0021gas-liquid mixtureflow characteristicsmulticomponent systemspipeline parametersmathematical model47.20.hw47.27.nf47.55.-t47.55.ca
collection DOAJ
language English
format Article
sources DOAJ
author Ismayilov Gafar G.
Fataliyev Vugar M.
Iskenderov Elman Kh.
spellingShingle Ismayilov Gafar G.
Fataliyev Vugar M.
Iskenderov Elman Kh.
Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines
Open Physics
gas-liquid mixture
flow characteristics
multicomponent systems
pipeline parameters
mathematical model
47.20.hw
47.27.nf
47.55.-t
47.55.ca
author_facet Ismayilov Gafar G.
Fataliyev Vugar M.
Iskenderov Elman Kh.
author_sort Ismayilov Gafar G.
title Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines
title_short Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines
title_full Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines
title_fullStr Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines
title_full_unstemmed Investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines
title_sort investigating the impact of dissolved natural gas on the flow characteristics of multicomponent fluid in pipelines
publisher De Gruyter
series Open Physics
issn 2391-5471
publishDate 2019-05-01
description The conventional equations for describing the flow characteristics of the mixtures merely consider fluid that is homogenic, if it is above the bubble point conditions but ignore that a system containing sub-micron sized gas or vapor bubbles distributed throughout the volume of the liquid, which can exhibit unexpected heterogenic and complex phase properties. In this paper, a new mathematical model for the flowing gas-liquid mixture is presented, which has been proposed considering the colloidal feature of the system above the saturation or bubble point pressure. This approach is more in line with the actual dynamic performance of the oil and gas mixture export pipeline. Experimental data, simulations and field case studies validate the new proposed mathematical model of flow characteristics in pipeline. The obtained results confirmed that the calculated data are in good agreement with the experimental data. Based on Azerbaijan oil-gas-condensate field “Guneshli” data, this new model was used for calculating the condition in which the transformation of the flow characteristics from stable into instable is occurred. It has been discovered that the flow becomes unstable at a pressure about 30% higher than Bubble Point Pressure, which causes pulsation effect in the pipeline structure. However, homogenic behavior should be observed in this hydrodynamic condition. Also, the model provides a guideline on how to optimize the flow rate by adjusting the pipeline parameters to minimize the flow resistance, liquid slugging and hydraulic hammering effects, which cause instable operation.
topic gas-liquid mixture
flow characteristics
multicomponent systems
pipeline parameters
mathematical model
47.20.hw
47.27.nf
47.55.-t
47.55.ca
url https://doi.org/10.1515/phys-2019-0021
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