the tous case study sumacarcel flooding

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The Tous Case study: mesh refinement & optimization data J. Murillo University of Zaragoza 4th (Final) IMPACT Project Workshop: Zaragoza, Spain 3-5th November 2004

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The Tous Case study: mesh refinement & optimization data J. Murillo University of Zaragoza 4th (Final) IMPACT Project Workshop: Zaragoza, Spain 3-5th November 2004. The Tous case study Sumacarcel flooding. Sumacarcel. Mathematical model. Deph averaged Navier-Stokes equations. Numerical model. - PowerPoint PPT Presentation

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Page 1: The Tous case study Sumacarcel flooding

The Tous Case study:mesh refinement & optimization data

J. MurilloUniversity of Zaragoza

4th (Final) IMPACT Project Workshop:Zaragoza, Spain 3-5th November 2004

Page 2: The Tous case study Sumacarcel flooding

The Tous case studySumacarcel flooding

Sumacarcel

Page 3: The Tous case study Sumacarcel flooding

Deph averaged Navier-Stokes equations

USUG

UFU

,, yxyxt

Tyx qqh ,,UT

yxxx h

qqgh

h

qq

,

2,

22

F

T

yyxy

gh

h

q

h

qqq

2,,

22

G

Tfyyfxx SSghSSgh )(),(,0 00 S

Mathematical model

Page 4: The Tous case study Sumacarcel flooding

Finite Volume Upwind Scheme• explicit and first-order

• upwind treatment of the source terms

• special treatment of wetting/drying boundaries.

tA

s

i

kNE

k m

nk

mmmmni

ni

d)~)~((

1

3

1

1 eαUU

Numerical model

Page 5: The Tous case study Sumacarcel flooding

Adapted mesh refinement

Time step and geometry

klA

ti

Page 6: The Tous case study Sumacarcel flooding

Adapted mesh refinement

Number of involved cells• If the number of cells increases the discrete

representation of the real problem improves.• The accuracy of the results is enhanced• Computing time grows

Page 7: The Tous case study Sumacarcel flooding

Computacional experiencie • Larger cells for smooth topography• Smaller cells for highly irregular topography• Optimization: Local refinement

Adapted mesh refinement

Page 8: The Tous case study Sumacarcel flooding

Structured meshes: refinementRefinement area

Adapted mesh refinement

Page 9: The Tous case study Sumacarcel flooding

Triangular mesh of variable density

Level 1 Level 2 Level 3 Level 4

Adapted mesh refinement

Page 10: The Tous case study Sumacarcel flooding

Adapted mesh refinement

Triangular mesh refinement: conectors

Page 11: The Tous case study Sumacarcel flooding

Triangular mesh refinement criteria

Z: bottom elevation

)( Z

Adapted mesh refinement

Page 12: The Tous case study Sumacarcel flooding

Triangular mesh refinement.

Adapted mesh refinement

Page 13: The Tous case study Sumacarcel flooding

Detail of the reservoir. Constant density mesh, edge 5 cm.

Adapted mesh refinement

Page 14: The Tous case study Sumacarcel flooding

Detail of the reservoir. Constant density mesh, edge 20 cm.

Adapted mesh refinement

Page 15: The Tous case study Sumacarcel flooding

Detail of the reservoir. Maximum edge lenght 20 cm. Minimum 10 cm.

Adapted mesh refinement

Page 16: The Tous case study Sumacarcel flooding

Constant density mesh, edge 5 cm.

Maximum edge lenght 20 cm. Minimum 10 cm.

Adapted mesh refinement

Page 17: The Tous case study Sumacarcel flooding

Constant density mesh, edge 5 cm.

Maximum edge lenght 40 cm. Minimum 20 cm.

Adapted mesh refinement

Page 18: The Tous case study Sumacarcel flooding

Detail of the reservoir. Maximum edge lenght 40 cm

Adapted mesh refinement

Page 19: The Tous case study Sumacarcel flooding

General view

The Tous case study

Page 20: The Tous case study Sumacarcel flooding

Detail of Sumacarcel. Edge 1.25 m.Number of cells: 213689

Page 21: The Tous case study Sumacarcel flooding

Detail of Sumacarcel. Maximum edge lenght 20 m. Minimum 5 m.Number of cells: 39231

Page 22: The Tous case study Sumacarcel flooding

Detail of Sumacarcel. Maximum edge lenght 20 m. Minimum 5 m.Number of cells: 39231

Page 23: The Tous case study Sumacarcel flooding

Computed data. Initial hydrograph.

Page 24: The Tous case study Sumacarcel flooding

The main conclusion is that the development of local refinement techniques is fundamental to perform flooding simulation over gross areas, where highly irregular geometries are found.If not the computing time is unacceptable. 

Page 25: The Tous case study Sumacarcel flooding

Thank you for your attention