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1. Explain the concept of Nodal Analysis
2. List 4 segments in the reservoir/well system where pressure
loss occurs.
3. Define the following terms: inflow performance curve,
outflow performance curve, system graph, solution node
427625623-Nodal-Analysis-Presentation.ppt
Basic Well Schematic
Reservoir
Casing
Tubing flow control valve
Annulus head pressure (AHP)
Annulus flow control valve
Tubing
Packer
Tubing head Pressure (THP)
Annulus
How Wells Flow
AHP
Pres
Pbh
THP
Rule 1
• Fluid flows in direction of reducing pressure
– If Pbh < Pres fluid will flow from the reservoir > well
• Pressure difference between reservoir > well
– Known as the drawdown
Fundamental Rules
How Wells Flow
Note: BHP is the more common acronym for
“Bottom Hole Pressure”
Pres
Pbh
THP AHP
Fundamental Rules
How Wells Flow
There will be a pressure difference (Hydrostatic Head)
between two points in a static fluid column.
dP = Density of fluid (psi / ft)  height between points (ft)
If we know the THP and fluid density:
• Can calculate static pressure at any depth
• Plot on a Pressure vs Depth diagram
Pres
Pbh
THP AHP
Pressure
Pbh = Pres
SITHP
In reality:
The reservoir pressure dictates
the shut-in THP
For flowing well simulations:
• Split the system at the reservoir /
wellbore interface
• Predict wellbore pressures from
surface down
Pressure – Depth Diagram
How Wells Flow
Depth
SITHP = Pressure - Fluid column hydrostat
head
Pres
Pbh
THP AHP
Pressure
D
e
p
t
h
Pbh = Pres
SITHP
…and if the pressure in the flowline /
vessel downstream < SITHP.
• Since fluid flows in the direction of
reducing pressure
• Well fluids will flow into the
flowline
If we assume the pressure difference between the
wellhead and the bottom hole is constant
• Pbh will fall
• fluid will flow continuously from the reservoir to
the wellbore
Pressure – Depth Diagram
How Wells Flow
If we open the tubing flow control valve:
Pres
Pbh
THP AHP
Pressure
D
e
p
t
h
Pbh Pres
SITHP Once the well starts to flow the pressure
difference between the wellhead and the
bottom hole will not be constant.
It changes due to:
• Fluid friction ( a function of rate)
• Free gas fraction (a
function of pressure / temp)
Pressure – Depth Diagram
How Wells Flow
Depth
Pressure
For a given:
• Fluid composition
• FTHP
• Tubing geometry
We can predict the FBHP at a number
of production rates Q1, 2 and 3.
Rate
We can then plot FBHP vs Rate.
This is known as the Tubing
Performance Curve (TPC) or Vertical
Lift Performance (VLP)
Q
1
2
3
Quantifying Well Flow Performance
How Wells Flow
Q1 2 3
427625623-Nodal-Analysis-Presentation.ppt
Production rate, STB/D
Flowing
bottom
hole
pressure,
psi
Production rate, STB/D
Flowing
bottom
hole
pressure,
psi
Flowing
bottom
hole
pressure,
psi
Production rate, STB/D
427625623-Nodal-Analysis-Presentation.ppt
Flowing
wellhead
pressure,
psi
Production rate, STB/D
Flow Rate
Absolute Permeability
Relative Permeability
Viscosity
Net Pay Thickness
Drainage Area
Drainage Area Shape
Location of Wellbore
SOLUTION POINT – WELL WILL PRODUCE AT THIS RATE
Inflow Performance Relationship (IPR)
PRes
Quantifying Well Flow Performance
How Wells Flow
Tubing Performance Curve (TPC)
Rate
FBHP
Impact of
Reducing FTHP
PRODUCTION BENEFIT FROM REDUCING FTHP
Quantifying Well Flow Performance
How Wells Flow
IPR
PRes
Decrease THP by opening
choke or reducing Psep
Rate
FBHP
Q1 2 3
We can then plot FBHP vs rate, and
get a new tubing performance curve.
Depth
Pressure
Rate
Q
1
2
3
If the tubing size is increased
for the same:
• Range of production rates
• Fluid types
• FTHP
We can predict a different set of
FBHP’s
Quantifying Well Flow Performance
How Wells Flow
Tubing Size
Changes
3 1/2” tubing
IPR
P Res
PRODUCTION BENEFIT FROM INCREASING TUBING SIZE
Impact of Increasing
Tubing Size
Quantifying Well Flow Performance
How Wells Flow
5 1/2” tubing
Q (3 1/2”) Q (5 1/2”)
Rate
FBHP
FBHP
IPR (SKIN = 10)
P Res
PRODUCTION BENEFIT FROM REDUCING SKIN
Improved IPR
(SKIN = 0)
TPC
How Wells Flow
Quantifying Well Flow Performance
Impact of stimulation to
reduce skin
Rate
• Wells flow in the direction of reducing pressure Q = P x PI
– Critical to understand reservoir and well pressure gradients
– Affected by rate, pressure and temperature
– Well flow performance is depicted on inflow / out flow plots
Summary
Nodal Analysis Basic Concepts
• Inflow Performance is governed by:
• Reservoir pressure
• Reservoir quality (permeability and thickness of payzone)
• Completion efficiency (or skin)
• Relative permeability (change in permeability as water production starts)
• Vertical Lift Performance is governed by:
• Tubing head pressure
• Tubing size
• Fluid properties (GOR, gravity, viscosity)
• Well depth
• Artificial Lift determines the maximum well potential
• different levels of drawdown achieved depending upon method employed
Flow rate
Net pay thickness
Perforated interval
Shot density
Horizontal permeability
Vertical permeability
Drilling fluid damage
Viscosity
1. Mach, Joe, Proano, Eduardo, and Brown, Kermit E.: "A Nodal Approach
for Applying Systems Analysis to the Flowing and Artificial Lift Oil or Gas
Well," paper SPE 8025, 1979.
References

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427625623-Nodal-Analysis-Presentation.ppt

  • 1. 1. Explain the concept of Nodal Analysis 2. List 4 segments in the reservoir/well system where pressure loss occurs. 3. Define the following terms: inflow performance curve, outflow performance curve, system graph, solution node
  • 3. Basic Well Schematic Reservoir Casing Tubing flow control valve Annulus head pressure (AHP) Annulus flow control valve Tubing Packer Tubing head Pressure (THP) Annulus How Wells Flow
  • 4. AHP Pres Pbh THP Rule 1 • Fluid flows in direction of reducing pressure – If Pbh < Pres fluid will flow from the reservoir > well • Pressure difference between reservoir > well – Known as the drawdown Fundamental Rules How Wells Flow Note: BHP is the more common acronym for “Bottom Hole Pressure”
  • 5. Pres Pbh THP AHP Fundamental Rules How Wells Flow There will be a pressure difference (Hydrostatic Head) between two points in a static fluid column. dP = Density of fluid (psi / ft)  height between points (ft) If we know the THP and fluid density: • Can calculate static pressure at any depth • Plot on a Pressure vs Depth diagram
  • 6. Pres Pbh THP AHP Pressure Pbh = Pres SITHP In reality: The reservoir pressure dictates the shut-in THP For flowing well simulations: • Split the system at the reservoir / wellbore interface • Predict wellbore pressures from surface down Pressure – Depth Diagram How Wells Flow Depth SITHP = Pressure - Fluid column hydrostat head
  • 7. Pres Pbh THP AHP Pressure D e p t h Pbh = Pres SITHP …and if the pressure in the flowline / vessel downstream < SITHP. • Since fluid flows in the direction of reducing pressure • Well fluids will flow into the flowline If we assume the pressure difference between the wellhead and the bottom hole is constant • Pbh will fall • fluid will flow continuously from the reservoir to the wellbore Pressure – Depth Diagram How Wells Flow If we open the tubing flow control valve:
  • 8. Pres Pbh THP AHP Pressure D e p t h Pbh Pres SITHP Once the well starts to flow the pressure difference between the wellhead and the bottom hole will not be constant. It changes due to: • Fluid friction ( a function of rate) • Free gas fraction (a function of pressure / temp) Pressure – Depth Diagram How Wells Flow
  • 9. Depth Pressure For a given: • Fluid composition • FTHP • Tubing geometry We can predict the FBHP at a number of production rates Q1, 2 and 3. Rate We can then plot FBHP vs Rate. This is known as the Tubing Performance Curve (TPC) or Vertical Lift Performance (VLP) Q 1 2 3 Quantifying Well Flow Performance How Wells Flow Q1 2 3
  • 16. Flow Rate Absolute Permeability Relative Permeability Viscosity Net Pay Thickness Drainage Area Drainage Area Shape Location of Wellbore
  • 17. SOLUTION POINT – WELL WILL PRODUCE AT THIS RATE Inflow Performance Relationship (IPR) PRes Quantifying Well Flow Performance How Wells Flow Tubing Performance Curve (TPC) Rate FBHP
  • 18. Impact of Reducing FTHP PRODUCTION BENEFIT FROM REDUCING FTHP Quantifying Well Flow Performance How Wells Flow IPR PRes Decrease THP by opening choke or reducing Psep Rate FBHP
  • 19. Q1 2 3 We can then plot FBHP vs rate, and get a new tubing performance curve. Depth Pressure Rate Q 1 2 3 If the tubing size is increased for the same: • Range of production rates • Fluid types • FTHP We can predict a different set of FBHP’s Quantifying Well Flow Performance How Wells Flow Tubing Size Changes
  • 20. 3 1/2” tubing IPR P Res PRODUCTION BENEFIT FROM INCREASING TUBING SIZE Impact of Increasing Tubing Size Quantifying Well Flow Performance How Wells Flow 5 1/2” tubing Q (3 1/2”) Q (5 1/2”) Rate FBHP
  • 21. FBHP IPR (SKIN = 10) P Res PRODUCTION BENEFIT FROM REDUCING SKIN Improved IPR (SKIN = 0) TPC How Wells Flow Quantifying Well Flow Performance Impact of stimulation to reduce skin Rate
  • 22. • Wells flow in the direction of reducing pressure Q = P x PI – Critical to understand reservoir and well pressure gradients – Affected by rate, pressure and temperature – Well flow performance is depicted on inflow / out flow plots Summary Nodal Analysis Basic Concepts • Inflow Performance is governed by: • Reservoir pressure • Reservoir quality (permeability and thickness of payzone) • Completion efficiency (or skin) • Relative permeability (change in permeability as water production starts) • Vertical Lift Performance is governed by: • Tubing head pressure • Tubing size • Fluid properties (GOR, gravity, viscosity) • Well depth • Artificial Lift determines the maximum well potential • different levels of drawdown achieved depending upon method employed
  • 23. Flow rate Net pay thickness Perforated interval Shot density Horizontal permeability Vertical permeability Drilling fluid damage Viscosity
  • 24. 1. Mach, Joe, Proano, Eduardo, and Brown, Kermit E.: "A Nodal Approach for Applying Systems Analysis to the Flowing and Artificial Lift Oil or Gas Well," paper SPE 8025, 1979. References