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Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Modeling of Shallow and Small Lakes
Ali Abbasi
Nick van de Giesen
Delft University of Technology
Water Resources Management
February 13, 2014

1 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Aims of the study

Outline
1

Introuduction
Aims of the study

2

Lake Binaba
Description
Why 3D-CFD Model?

3

CFD Model
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

4

Conclusion
Conclusion
2 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Aims of the study

Aims of the study
The following goals are considered:
To develop a three-dimensional time-dependent hydrodynamic
and heat transfer model(CFD model)
Simulating the effects of wind and atmosphere conditions over a
complex bathymetry.
To predict the circulation patterns as well as the temperature
distribution in the water body.
To estimate total heat storage of small and shallow
lakes(reservoirs) in order to estimate evaporation from water
surface.

3 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Description
Why 3D-CFD Model?

Outline
1

Introuduction
Aims of the study

2

Lake Binaba
Description
Why 3D-CFD Model?

3

CFD Model
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

4

Conclusion
Conclusion
4 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Description
Why 3D-CFD Model?

Description
Lake Binaba:
Location: an artificial lake located in northern Ghana
Surface: the average area of the lake surface is 4.5 km2
Average depth: only 3 m
Maximum depth: 7 m
Usage: a small reservoir, used as a form of infrastructure for the
provision of water
Air temperature: fluctuates between 24 C and 35 C
Water surface temperature: varies from 28 C to 33 C
Climate: (semi-)arid region

5 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Description
Why 3D-CFD Model?

Location
Lake Binaba:

Figure: Location of lake Binaba
6 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Description
Why 3D-CFD Model?

Location
Lake Binaba:

Figure: Location of lake Binaba(Google earth)
7 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Description
Why 3D-CFD Model?

Why 3D-CFD Model?
Using 3D-CFD Model for shallow lakes:
Inalnd water bodies such as lakes and reservoirs are very
important parts of the continental land surface.
Understanding the heat storage in lakes and reservoirs is essential
to estimate evaporation in energy budget methods.
Small and shallow lakes response to atmospheric conditions very
fast.
Accurate estimation of the heat transfer between the atmosphere
and water is extremely important to model the temperature
dynamics and stratification in the lakes.
1-D & 2-D models are not able to consider horizontal advection
term in morphometrically complex lakes and reservoirs

8 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Outline
1

Introuduction
Aims of the study

2

Lake Binaba
Description
Why 3D-CFD Model?

3

CFD Model
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

4

Conclusion
Conclusion
9 / 24
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
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10 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Geometry
The starting point for all problems is a “geometry”.

Figure: Geometry of lake using in CFD model(V.S:100)
11 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Equations
Continuity equation(mass is conserved):
∂uj
=0
∂xj

(1)

Momentum equations using Boussinesq approach
∂ui
∂
∂
∂ui ∂uj
+
(uj ui ) −
νef f
+
∂t
∂xj
∂xj
∂xj ∂xi
∂p
=−
+ gi [1 − β(T − Tref )]
∂xi

−

2
3

∂uk
∂xk

δij

(2)
Temperature(energy is conserved) in the water body
∂T
∂
∂ ∂T
+
(T uj ) − κef f
(
) = ST
∂t
∂xj
∂xk ∂xk

(3)
12 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Equations
In the model, for incompressible flows the density is calculated as
a linear function of temperature as:
ρk = 1 − β (T − Tref )

(4)

Incoming shortwave radiation is included in the source term(ST ).
ST (z ∗ , t) =

1
ηI0 exp(−ηz ∗ )
ρ0 Cp

(5)

This function allows the radiation to be absorbed through a finite
distance in the upper layers of the model water column rather
than only at the air-water interface.

13 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Boundary Conditions
Wind over water surface affects lake currents, sensible and latent
heat fluxes.
Shear Stress BC(U):
τsurf,u = ρ0 (νt + ν)

∂u
∂z

(6)

τsurf,v = ρ0 (νt + ν)

∂v
∂z

(7)

For Temperature, the water surface temperature is not needed.
Using a mixed(implicit) BC (T):
ρ0 Cp κef f

∂T
∂z

= Hnet

(8)

surf

Hnet = HLA + HLW + HS + HE

(9)
14 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

OpenFOAM
OpenFOAM: Open Source Field Operation and
Manipulation
Open-Source Library
Free of Charge
Running in LINUX OS
C++ Library
Linking with PYTHON
New solvers and BCs can be implemented by the user
Running in parallel on distributed processors(tested for up to
1000 cores)

15 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Results

Figure: Bathymetry of Lake Binaba
16 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Results

Figure: Simulated velocity in the lake(t=3930 sec)

17 / 24
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Introuduction
Lake Binaba
CFD Model
Conclusion

Results
350
minHlat
maxHlat
aveHlat

300

-2

Latent Heat Flux[Wm ]

250

200

150

100

50

0
0

20000

40000

60000

80000

100000

120000

140000

160000

180000

Time(s)

Figure: Calculated latent heat flux over water surface(simple case)
18 / 24
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Introuduction
Lake Binaba
CFD Model
Conclusion

Results
30
minHS
maxHS
aveHS

25
20

-2

Sensible Heat Flux[Wm ]

15
10
5
0
-5
-10
-15
-20
0

20000

40000

60000

80000

100000

120000

140000

160000

180000

Time(s)

Figure: Calculated sensible heat flux over water surface(simple case)
19 / 24
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Introuduction
Lake Binaba
CFD Model
Conclusion

Results
0
minHnet
maxHnet
aveHnet

-50

-2

Net Heat Flux[Wm ]

-100

-150

-200

-250

-300

-350
0

20000

40000

60000

80000

100000

120000

140000

160000

180000

Time(s)

Figure: Calculated net heat flux over water surface(simple case)
20 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

Results
9.75e+15
SumHStorage

9.7e+15

9.65e+15

Heat Storage[J]

9.6e+15

9.55e+15

9.5e+15

9.45e+15

9.4e+15

9.35e+15
0

20000

40000

60000

80000

100000

120000

140000

160000

180000

Time(s)

Figure: Calculated heat storage of water body (simple case)
21 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Conclusion

Outline
1

Introuduction
Aims of the study

2

Lake Binaba
Description
Why 3D-CFD Model?

3

CFD Model
CFD Work Flow
Geometry
Solving
Using OpenFOAM
Results and Post-processing

4

Conclusion
Conclusion
22 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Conclusion

Conclusion

Computational fluid dynamics (CFD) analysis has proven to be a
valuable design tool in the water resources
Modelling is one of the best means to gain understanding of
complex flow fields
Wind over water surface affects lake currents, sensible and latent
heat fluxes
Buoyancy effect due to density gradiant in water body should be
considered in temperature profile

23 / 24
Introuduction
Lake Binaba
CFD Model
Conclusion

Conclusion

Questions?

Thanks for your attention

24 / 24

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CFD Modeling of Shallow and Small Lakes

  • 1. Introuduction Lake Binaba CFD Model Conclusion CFD Modeling of Shallow and Small Lakes Ali Abbasi Nick van de Giesen Delft University of Technology Water Resources Management February 13, 2014 1 / 24
  • 2. Introuduction Lake Binaba CFD Model Conclusion Aims of the study Outline 1 Introuduction Aims of the study 2 Lake Binaba Description Why 3D-CFD Model? 3 CFD Model CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing 4 Conclusion Conclusion 2 / 24
  • 3. Introuduction Lake Binaba CFD Model Conclusion Aims of the study Aims of the study The following goals are considered: To develop a three-dimensional time-dependent hydrodynamic and heat transfer model(CFD model) Simulating the effects of wind and atmosphere conditions over a complex bathymetry. To predict the circulation patterns as well as the temperature distribution in the water body. To estimate total heat storage of small and shallow lakes(reservoirs) in order to estimate evaporation from water surface. 3 / 24
  • 4. Introuduction Lake Binaba CFD Model Conclusion Description Why 3D-CFD Model? Outline 1 Introuduction Aims of the study 2 Lake Binaba Description Why 3D-CFD Model? 3 CFD Model CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing 4 Conclusion Conclusion 4 / 24
  • 5. Introuduction Lake Binaba CFD Model Conclusion Description Why 3D-CFD Model? Description Lake Binaba: Location: an artificial lake located in northern Ghana Surface: the average area of the lake surface is 4.5 km2 Average depth: only 3 m Maximum depth: 7 m Usage: a small reservoir, used as a form of infrastructure for the provision of water Air temperature: fluctuates between 24 C and 35 C Water surface temperature: varies from 28 C to 33 C Climate: (semi-)arid region 5 / 24
  • 6. Introuduction Lake Binaba CFD Model Conclusion Description Why 3D-CFD Model? Location Lake Binaba: Figure: Location of lake Binaba 6 / 24
  • 7. Introuduction Lake Binaba CFD Model Conclusion Description Why 3D-CFD Model? Location Lake Binaba: Figure: Location of lake Binaba(Google earth) 7 / 24
  • 8. Introuduction Lake Binaba CFD Model Conclusion Description Why 3D-CFD Model? Why 3D-CFD Model? Using 3D-CFD Model for shallow lakes: Inalnd water bodies such as lakes and reservoirs are very important parts of the continental land surface. Understanding the heat storage in lakes and reservoirs is essential to estimate evaporation in energy budget methods. Small and shallow lakes response to atmospheric conditions very fast. Accurate estimation of the heat transfer between the atmosphere and water is extremely important to model the temperature dynamics and stratification in the lakes. 1-D & 2-D models are not able to consider horizontal advection term in morphometrically complex lakes and reservoirs 8 / 24
  • 9. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Outline 1 Introuduction Aims of the study 2 Lake Binaba Description Why 3D-CFD Model? 3 CFD Model CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing 4 Conclusion Conclusion 9 / 24
  • 10. CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow ��� ���������� �������� �������� ������� ���� ����� ����������� ������ ����� ����������� ������ ��������� �������� �������� ������������� ������������ ������ �������� �������� ������ �������� ������ ����� ������ ��������� ������ ����� ������ ������� ���� ������ ������ ������ �������� ������ � ������������� ���������� ��������� �������� ��������� ��� ��� ���� ������ ����������������������� �� ����� ����������� ����������������� � ���� �� ��� ���� ���� ����������� ����� 10 / 24
  • 11. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Geometry The starting point for all problems is a “geometry”. Figure: Geometry of lake using in CFD model(V.S:100) 11 / 24
  • 12. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Equations Continuity equation(mass is conserved): ∂uj =0 ∂xj (1) Momentum equations using Boussinesq approach ∂ui ∂ ∂ ∂ui ∂uj + (uj ui ) − νef f + ∂t ∂xj ∂xj ∂xj ∂xi ∂p =− + gi [1 − β(T − Tref )] ∂xi − 2 3 ∂uk ∂xk δij (2) Temperature(energy is conserved) in the water body ∂T ∂ ∂ ∂T + (T uj ) − κef f ( ) = ST ∂t ∂xj ∂xk ∂xk (3) 12 / 24
  • 13. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Equations In the model, for incompressible flows the density is calculated as a linear function of temperature as: ρk = 1 − β (T − Tref ) (4) Incoming shortwave radiation is included in the source term(ST ). ST (z ∗ , t) = 1 ηI0 exp(−ηz ∗ ) ρ0 Cp (5) This function allows the radiation to be absorbed through a finite distance in the upper layers of the model water column rather than only at the air-water interface. 13 / 24
  • 14. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Boundary Conditions Wind over water surface affects lake currents, sensible and latent heat fluxes. Shear Stress BC(U): τsurf,u = ρ0 (νt + ν) ∂u ∂z (6) τsurf,v = ρ0 (νt + ν) ∂v ∂z (7) For Temperature, the water surface temperature is not needed. Using a mixed(implicit) BC (T): ρ0 Cp κef f ∂T ∂z = Hnet (8) surf Hnet = HLA + HLW + HS + HE (9) 14 / 24
  • 15. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing OpenFOAM OpenFOAM: Open Source Field Operation and Manipulation Open-Source Library Free of Charge Running in LINUX OS C++ Library Linking with PYTHON New solvers and BCs can be implemented by the user Running in parallel on distributed processors(tested for up to 1000 cores) 15 / 24
  • 16. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Results Figure: Bathymetry of Lake Binaba 16 / 24
  • 17. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Results Figure: Simulated velocity in the lake(t=3930 sec) 17 / 24
  • 18. CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Introuduction Lake Binaba CFD Model Conclusion Results 350 minHlat maxHlat aveHlat 300 -2 Latent Heat Flux[Wm ] 250 200 150 100 50 0 0 20000 40000 60000 80000 100000 120000 140000 160000 180000 Time(s) Figure: Calculated latent heat flux over water surface(simple case) 18 / 24
  • 19. CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Introuduction Lake Binaba CFD Model Conclusion Results 30 minHS maxHS aveHS 25 20 -2 Sensible Heat Flux[Wm ] 15 10 5 0 -5 -10 -15 -20 0 20000 40000 60000 80000 100000 120000 140000 160000 180000 Time(s) Figure: Calculated sensible heat flux over water surface(simple case) 19 / 24
  • 20. CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Introuduction Lake Binaba CFD Model Conclusion Results 0 minHnet maxHnet aveHnet -50 -2 Net Heat Flux[Wm ] -100 -150 -200 -250 -300 -350 0 20000 40000 60000 80000 100000 120000 140000 160000 180000 Time(s) Figure: Calculated net heat flux over water surface(simple case) 20 / 24
  • 21. Introuduction Lake Binaba CFD Model Conclusion CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing Results 9.75e+15 SumHStorage 9.7e+15 9.65e+15 Heat Storage[J] 9.6e+15 9.55e+15 9.5e+15 9.45e+15 9.4e+15 9.35e+15 0 20000 40000 60000 80000 100000 120000 140000 160000 180000 Time(s) Figure: Calculated heat storage of water body (simple case) 21 / 24
  • 22. Introuduction Lake Binaba CFD Model Conclusion Conclusion Outline 1 Introuduction Aims of the study 2 Lake Binaba Description Why 3D-CFD Model? 3 CFD Model CFD Work Flow Geometry Solving Using OpenFOAM Results and Post-processing 4 Conclusion Conclusion 22 / 24
  • 23. Introuduction Lake Binaba CFD Model Conclusion Conclusion Conclusion Computational fluid dynamics (CFD) analysis has proven to be a valuable design tool in the water resources Modelling is one of the best means to gain understanding of complex flow fields Wind over water surface affects lake currents, sensible and latent heat fluxes Buoyancy effect due to density gradiant in water body should be considered in temperature profile 23 / 24