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Copyright 2008, NExT, All rights reserved Basic s of Reservoir E ngi neeri ng – Module I I. 4 – Oil Displacement Concepts

H (I-4) Oil Displacement Concepts

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Basics of Reservoir Engineering – Module I

I.4 – Oil Displacement Concepts

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Primary Recovery

Hydrocarbon production resulting from natural reservoirenergy

Natural reservoir energy sources

• Rock and fluid expansion

• Solution gas drive

• Gravity drainage

• Water influx

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Conventional Improved Recovery (IOR)

Injection of immiscible fluid

• Water injection

• Nitrogen injection

• Casinghead gas reinjection

Often used in ‘secondary recovery’

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Enhanced Oil Recovery (EOR)

Using chemical, biological, or thermal action to improve oil

recovery• Steam, CO2, or hydrocarbon gas injection

• Polymer and/or micellar injection• Microbe solution injection

Usually used in ‘tertiary recovery’

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Waterflooding

Injection of water into a reservoir 

• Increases reservoir energy

• Sweeps oil towards producing wells

Most widely applied secondary recovery method

 Accounts for about 50% of U.S. oil production

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History of Waterflooding

1865

  ~~

1920 1930 1940 1950 1960 1970 1980 1990

Waterflood projects in Oklahoma and Texas

Widescale waterflood

implementation

Infill drilling

Tertiaryrecovery

* First recorded waterflood

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Goal of Waterflooding

Increase the amount of oil recovered from the reservoir by

• Maintaining reservoir pressure

• Displacing (sweeping) oil with water 

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Pressure Maintenance

Water treatment

plant

Water 

injection

OWC

Sealing

fault

Gas

OilProduction

well

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Gas Phase Effects

Reduction in reservoir pressure can cause

• Gas-cap expansion

• Secondary gas cap creation

• Gas saturation creation in pore spaces

Water injection can prevent or reverse these effects

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Reservoir Performance

   G

  a  s   /  o   i   l  r  a   t   i  o

   P  r  e  s  s  u  r  e

Cumulative oil production

GOR

Too depleted for

WF success

pi

pb

Rsi

Pressure Gas

saturation    G  a  s  s  a   t  u  r  a   t   i  o  n

P i D i M h i

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Primary Drive Mechanisms

Most applicable:

• Solution-gas drive• Gas-cap drive

• Weak water drive

• Gravity drainage

Not applicable

• Strong water drive

E l 1

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Example 1

Rate as good or fair or poor reservoirs as to theapplicability of waterflooding

E l 1 S l ti

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Example 1 Solution

1. Fair  2. Fair  

3. Poor  4. Good

5. Poor  

6. Good7. Fair  

W t I j ti T S Oil

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Water Injection To Sweep Oil

Five - spot

Production well

Injection wellFuture inj. well

P i h l Fl di

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Peripheral Flooding

Injectors

Producers

Line Drive Patterns

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Line Drive Patterns

Direct Drive Staggered Drive

Injection

Well

ProductionWell

No-flow

Boundary

5 Spot Pattern

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5-Spot Pattern

Injection well

Production

well

No-flow

boundary

7 Spot Pattern

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7-Spot Pattern

InvertedNormal

InjectionWell

Production

Well

No-flow

Boundary

9 Spot Pattern

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9-Spot Pattern

Normal

Nine - Spot

Inverted

Nine - Spot

Injection

Well

Production

Well

No-flow

Boundary

T i l I iti l Oil Fi ld D l t

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Typical Initial Oil Field Development

1 Mile

1 Mile

Producing well

Dry hole

Typical Peripheral Waterflood Development

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Typical Peripheral Waterflood Development

Producing well

Injection well

Dry hole

Typical Center-Line Injection Waterflood

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Typical Center-Line Injection Waterflood

Development

Producing well

Injection well

Dry hole

Typical 160-Acre Inverted 9-Spot Waterflood

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Typical 160-Acre Inverted 9-Spot Waterflood

Development

Producing well

Injection well

Dry hole

Typical 80-Acre 5-Spot Development

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Typical 80 Acre 5 Spot Development

Existing injection

well

New conversionto injection

Producing wellDry hole

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Typical Infill Drilled 40-Acre Direct

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Typical Infill Drilled 40 Acre Direct

Line Drive Development

Existinginjection well

New conversion

to injection

New infill

producing well

Dry hole

Existingproducing well

Factors in Pattern Selection

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Factors in Pattern Selection

Current well locations

Fracture azimuthsPermeability anisotropy

Field geometry

Injectivity

Infill drilling plans

Casing integrity of conversion injection candidates Adjacent lease considerations

Pattern Orientation

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Pattern Orientation

Unfavorable

orientation

Favorable

orientation

Permeability

or 

fracture

orientation

Pattern Selection/Orientation Problem

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Pattern Selection/Orientation Problem

NNENW

W E

SESWS

Existingproducer 

Existing

injector 

New

producer 

New

injector 

Convert to

injector 

Solution - Pattern Selection/Orientation Problem

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NNENW

W E

SESWS

Existingproducer 

Existing

injector 

New

producer 

New

injector Convert to

injector 

Frontal Advance Theory

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y

Water  Oil

Swi

Sor 

• Piston - like displacement

Connate water 

Frontal Advance Theory

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y

Water 

   S  a   t  u  r  a   t   i  o  n

Distance

Connate water 

Initial oilsaturationInjected

water 

bank

Oil

• ‘Leaky piston’

Frontal Advance Theory

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y

   S  a   t  u  r  a   t   i  o  n

Distance

Water bank Oilbank Unaffectedreservoir 

Water  Oil

Trapped gas

Initial

free gas

Connate water 

Fractional Flow Equation

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q

w

o

o

w

c

o

o

w

k k 

 L

 P k 

q

 A x

 f  

µ µ 

α γ  µ 

+

 

  

  ∆−∂∂+

=

1

sin433.010127.1

13

Fractional Flow Equation

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( )

w

o

o

w

c

o

o

wo

w

k k 

 L

 P k 

qq

 A x

 f  

µ µ 

α γ  µ 

+

  

   ∆−∂∂

++

=

1

sin433.010127.113

Fractional Flow Equation

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( )   L

 P k 

qq

 A x c

o

o

wo   ∂∂

+

µ 

310127.1Capillary pressure term

(usually ignored)

Gravity term( )   ( )α γ  

µ sin433.010127.1

  3

∆+

o

o

rwro

k qq

 A x

Fractional Flow Equation

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Horizontal reservoir 

rw

ro

o

ww

k  f  

µ 

µ += 1

1

Fractional Flow of Water is Affected by:

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Increased Valueof Term

Effect on FractionalFlow of Water 

injection rate increasecapillary pressure gradient increase

permeability to oil decreaseko /kw decreasecross sectional area decrease

µw /µo decreasefluid density difference decreasedip angle decrease

Fractional Flow Curves

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0.0

0.2

0.4

0.6

0.8

1.0

0.0 0.2 0.4 0.6 0.8 1.0

SW

    f    W

Information From the Fractional Flow Curve

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1-Sor 

f WF

Fraction of water 

flowing at theflood front

SwSw at the

flood front

Average reservoir 

water saturation

at breakthrough

        T     a      n     g       e      n       t         L        i      n

     e

Tangent point

1

0

wBTSf w=1

f W

0Swi

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Example 2

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Solution

• Fractional Flow Curve

1. Sw = 55%

2. f w = 82.5%

3. = 63%

4. 5375.02.01

2.063.0E

D

 

wBTS

Waterflood

P f Effi i i

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Performance Efficiencies

Recovery efficiency

ER = Ep EI ED

= Ev ED

= E A EI ED

Performance Efficiencies

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Displacement efficiency (ED)

wi

wiwBT  D

S S S  E 

−−=

1

Areal Sweep Efficiency (E A)

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Areal Sweep Efficiency (EA)

EA

Water invaded

area

Producer 

Injector 

Areal Sweep Efficiency (E A)

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Fraction of the horizontal plane of the reservoir that is

behind the flood front at a point in time

Factors affecting E A

• Mobility ratio• Well spacing

• Pattern geometry•  Areal heterogeneities

Mobility Concept

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Mobility

viscosityfluid

fluidtorock of ty permeabilimobility =

Mobility Ratio

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wro

orw

o

ro

w

rw

k k 

k k 

Oil of   MobilityWater of   Mobility M 

µ 

µ 

µ 

µ 

*

*==

=

Mobility Ratio Effects

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M = 1 Neutral Water and oil moveequally well

M < 1 Favorable Oil will move easier than water 

M > 1 Unfavorable Water will moveeasier than oil

Areal Sweep Efficiency

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Pattern geometry influences areal sweep efficiency

Correlations exist for common pattern geometries as a

function of mobility ratio.

Vertical Sweep Efficiency

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INJECTION PRODUCTION

EI

=

Factors Affecting Waterflooding

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Gravity

Barriers to vertical flow

Lateral pay discontinuitiesCompletion interval inconsistencies

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Barriers To Vertical Flow

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Depositional

• Shale streaks

• Lithology changes

• Evaporite streaks

Diagenesis

• Cementation

• Dolomitization

Lateral Pay Discontinuities

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Producing

well

Injection

well

Trapped oil

Lateral Pay Discontinuities

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Effect of infill drilling

Producing

well

Injection

well

Infill

well

Completion Interval Inconsistencies

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Producing

well

Injection

well

TrappedOil - Completions

Trapped oil -

lateral pay

discontinuities

Prediction Methods

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 Analytical methods

• Typically single-layer, single-pattern, iso-properties• Requires scale-up of answers to get full field results

(Buckley-Leverett, Stiles, Craig-Geffen-Morse, Dykstra-

Parsons)

• Largely replaced by numerical methods such as 3-

dimensional, 3-phase computer reservoir simulation

Development Philosophy

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Understand the reservoir 

Start waterflooding early

Infill drill to reduce effects of lateral pay discontinuities

Develop field on pattern waterflood

Open all of the pay in all wells

Operating Philosophy

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Keep producing wells pumped off 

Inject below formation parting pressure

Inject clean water 

Manage waterflood by injection well tests

Conduct a surveillance program

Producing Well Operations

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PWF = 1000 psi

Well notpumped off 

Wellpumped off 

PR = 1500 psi

PR = 500 psi

PWF = 100 psi

Minimal production/crossflow Maximum production

Injection Well Operations

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Inject at 50 psi below formation parting pressure

Inject clean water Keep wellbore cleaned out

• Scale

• Fill

Maintain good injection conformance

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Injection Well Testing

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Waterfloods are water injection projects

Therefore: manage the project by managing the water

injection wells

Injection Well Testing

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Conduct periodic injection well tests to determine:

• Skin damage

•Formation parting pressure

• Injection conformance

Waterflood Surveillance

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 Accurate data collection

• Monthly 3-phase production well tests – Measure oil, water, & gas production during test

• Daily injection volumes & pressures

• Maintain & properly use instruments

Reservoir pressure history

References

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1. Craig, F.F. Jr.: The Reservoir Engineering Aspects of Waterflooding, SPE AIME, New York (1971).

2. Dake, L.P.: Fundamentals of Reservoir Engineering , Elsevier Scientific Publishing Company, Amsterdam, Oxford, NY (1978).

3. Petroleum Engineering Handbook , H. B. Bradley (ed.), Society of Petroleum Engineers, Richardson, TX (1987).

4. Willhite, G. P.: Waterflooding, SPE Textbook Series, 3, SPE Richardson, TX (1986).

5. Driscoll, V. J.: “Recovery Optimization Through Infill Drilling – Concepts, Analysis, and Field Results,” paper SPE 4977 presentedat the 1974 SPE AIME Annual Fall Meeting, Houston, 6-9 October.

6. Barbe, J.A. and Schnoebelen, D.J.: “Quantitative Analysis of Infill Performance: Robertson Clearfork Unit,” JPT (December 1987)

1502-1601.

7. Lemen, M.A., Burlas, T.C., and Roe, L.M.: “Waterflood Pattern Realignment at the McElroy Field: Section 205 Case History,”

paper SPE 20120 presented at the 1990 SPE Permian Basin Oil and Gas Recovery Conference, Midland, TX, 8-9 March.

8. Wu, C.H., Laughlin, B.A., and Jardon, M.: “Infill Drilling Enhances Waterflood Recovery,” JPT (October 1989) 1088-1095.9. Suttles, D.J. and Kwan, G.W.L.: “Pattern Size Reduction: A Reservoir Management Tool for Prudhoe Bay Waterfloods,” paper

SPE 26117 presented at the 1993 SPE Western Regional Meeting, Anchorage, 26-28 May.

10. Kern, C.A. and Schepel, K.J.: “Formation Evaluation Aids Application of Sequence Stratigraphy to Optimize Production of the

Means San Andres Unit, Andrews Co., TX,” 1991 SPWLA Annual Logging Symposium, 16-19 June.

11. George, C.J. and Stiles, L.H.: “Improved Techniques for Evaluating Carbonate Waterfloods in West Texas,”JPT 

(November1978) 1547-1554.

12. Patton, C.C.:  Applied Water Technology , Campbell Petroleum Series, Norman, OK (1986).

13. Patton, C.C.: “Water Quality Control and Its Importance in Waterflooding Operations,” JPT (September 1988) 1123-1126.

14. Robertson, D.C. and Kelm, C.H.: “Injection-Well Testing to Optimize Waterflood Performance,” JPT (November 1975) 1337-

1342.

15. Kelldorf, W.F.N.: “Radioactive Tracer Surveying – A Comprehensive Report,” JPT (June 1970) 661-669.