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    SUST - College of Petroleum Engineering & Technology

    Transport Phenomena in Porous Media, April 2010

    Transport Phenomena in Porous

    MediaDr. Tagwa Ahmed Musa

    Assistant Reservoir Engineering Professor

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    Transport Phenomena in Porous Media, April 2010

    Course Objectives: To develop basic equations oftransport phenomena in porous media and their applications

    in different areas of petroleum engineering.

    Course Contents:Introduction1. Fundamental Properties in Porous Media: Porosity,

    Capillary Properties, Permeability, Relative Permeability.

    2. Equations of Single Phase Filtration

    3. Solution of the single phase equation of filtration

    4. Multi phase filtration

    5. Piston-Like Displacement2

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    Transport Phenomena in Porous Media, April 2010

    References:

    1. Fluid Flow in Porous Media (text book), by Zoltain E.

    Heinemann, 2005

    2. Flow and Transport in Porous Media, by Sahimi, 1995

    VCH Publisher Inc.

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    Transport Phenomena in Porous Media, April 2010

    Chapter 2: Equations of Single

    Phase FiltrationObjectives:

    Development of diffusivity Equation in Cartesian & Polar

    Coordinates

    # Darcy Law

    # Continuity Equation

    # Equation of State

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    An incompressible fluid is defined as the fluid whose

    volume (or density) does not change with pressure:

    1. Incompressiblefluids

    incompressible fluids do not exists; this behavior,

    however may be assumed in some cases to

    simplify the derivation and the final form of mayflow equations.

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    The slightly compressible fluids exhibit small changes involume, or density, with changes in pressure. Knowing thevolume of a slightly compressible liquid V

    ref

    at a reference(initial)pressure Pref,the changes in the volumetric behaviorof this fluid as af unction of pressure p can bemathematically described by:

    2. Slightly compressible fluids

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    it should be pointed out that the crude oil and

    water systems fit into this category.

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    these are fluids that experience large changes in

    volume as a function of pressure. All gases are

    considered compressible fluids. the isothermal

    compressibility of any compressible fluid is

    described by:

    3. Compressible fluids

    2020

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    ll f l h l

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    SUS o ege o e o eu g ee g & ec o ogy

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    g g g gy

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    g g g gy

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    Review Appendix A from the book

    End of the Chapter

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    g g g gy

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    Chapter 3

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    Velocity of mass filtration

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    The End of Chapter 3

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    Chapter 4