numerical model analysis of gas production in unconventional gas reservoir

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    Outline

    Introduction Purpose Reservoir Model Case Study

    Numerical Model Analysis Conclusion

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    Introduction

    The convectional representation-elementary-volume is notaccurate in estimating gas flow in unconventional gas reservoir

    because they are usually located in hostile environment with hightemperature, high pressure with extremely low permeability and

    porosity.

    Two examples of common unconventional Gas reservoirs are:Tight Gas Reservoir

    Shale Reservoir Coalbed Methane

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    Tight gas reservoirs are more compact than brick block with very

    low porosity and permeability properties Tight gas reservoir has permeability in the range of nanoDarcy to microDarcy .

    Shale gas reservoir has a lower rock qualities that tight gasreservoirs and permeability are usually in nanoDarcy.

    The use of horizontal completion andhydraulic fracturing has make it

    economically possible to recover gasfrom unconventional reservoir

    Introduction

    http://www.total.com/en/energies-expertise/oil-gas/exploration-production/strategic-sectors/unconventionalgas/presentation/three-main-sources-unconventional-gas?%FFbw=kludge1%FF

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    Known Unconventional Gas Resources in the Continental United States

    North America Unconventional Gas Reserves- Estimated Gas in Place ~ 8,228 TCF

    - Proved reserves ~ 2,074 TCF- US consumption ~ 23 TCF (EIA )

    Introduction

    http://americanenergyinnovation.org/wp-content/uploads/2013/03/Case-Unconventional-Gas.pdf

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    Purpose

    Quantifying flow in unconventional gas reservoir has been asignificant challenge.

    This presentation explains an analysis model that is incorporatessome of the complexities that unconventional reservoirs aresubjected to.

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    Reservoir Model In this model, it is assumed that there is no natural fracture

    in the formation and only the Stimulated Reservoir Volume(SRV) around the hydraulic fracture are active. HydraulicFracture will improve the well productivity by:

    Increasing pore pressure

    Reducing effective stressImproved permeability

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    From the case study data above, it will deduced that tpf/tpm >>1.Production is strictly controlled by the hydraulic fracture

    Case Study

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    Numerical Model Analysis

    Klinkenberg effect with threedifferent matrix permeability

    Klinkenberg effect is highestat low pressure and lowervalues of permeability

    Klinkenberg beta factor estimations for three permeability values

    Klinkenberg Effect

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    0

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    0 5 10 15 20 25 30 35

    C u m m u

    l a t i v e P r o

    d u c t i o n M S c

    f

    Time, years

    Klinkenberg effect of Unconventional Gas Flow

    Case without Klinkenberg

    Case with Klinkenberg

    The figure shows the difference in production with and without theKlinkenberg effect. Including the

    Klinkenberg uncertainty in thesimulation improves theunderstanding of the unconventionalreservoir and increases the total gas

    production by approximately 9%.

    Numerical Model AnalysisKlinkenberg Effect

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    Amount of gas adsorbed is determined according to the Langmuir s

    isotherm as a function of reservoir pressure. Reservoir pressure drop = moreadsorbed gas released from solid to free gas phase.

    Gas Adsorption

    Numerical Model Analysis

    -500000

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    TIme, years

    Gas production from free gas and adsorbed gas

    Free Gas Produced

    Adsorbed Gas Produced

    Total Gas Production

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    The effective porosity, permeability, and capillary pressure of rock areassumed to correlate with the mean effective stress

    Geomechanics Effect

    Effective stress increases as pore pressure decreased due to production. This leads to reservoirrock deformation and significantdrop in permeability. IfGeomechanics effect is not

    consider in the simulation, it willlead to overestimation of gas production

    Numerical Model Analysis

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    In the early stage production, not considering the non-Darcy flowleads to overestimation of gas production by approximately 5%.After 40 years of production, gas flow behaves in the well behavesexactly as Darcy flow .

    Non-Darcy Flow

    Numerical Model Analysis

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    Conclusion

    The incorporation of the complexuncertainty associated with unconventionalreservoir in this analysis improves our

    understanding of gas flow behavior andultimately produce a more accurate

    production forecast.

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    SourcesCipolla, C.L., E.P. Lolon, J.C. Erdle, and B. Rubin,Reservoir Modeling in Shale-Gas Reservoirs, Reservoir

    Evaluation & Engineering , August 2010

    Wu, Y.S., "Numerical Simulation of Single-Phase and Multiphase Non-Darcy Flow in Porous and Fractured

    Reservoirs,"

    Wu, Y.S., et al, "A Generalized Framework Model for Gas Production in Unconventional Gas Reservoir,"

    SPE 163609, present at the SPE Reservoir Simulation Symposium held in Woodlands, TX, USA, 18-20February 2013

    Konopczynski, Michael. "Smart Completions, Oilfield Sensors and Sensor Technology Intelligent

    Completion". PTE 587, USC. 3 February, 2011. Lecture."4D Reservoir Monitoring

    USSI US Seismic Systems Inc. Web. 23 April 2014

    Bob Godfrey: "Geophysical monitoring of heavy oil production", June 2010, Schlumberger: Heavy Oil, pp. 1

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