definition of the grids

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Definition of the grids Definition of the grids

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Definition of the grids. Model Definition grid 540 (435x175). Model Definition grid 180 (200x180). Phase of Validation. Validation Tide sea surface elevation. Validation sea surface elevation. Validation Total currents. Validation Total currents. Drifter comparison. - PowerPoint PPT Presentation

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Page 1: Definition of the grids

Definition of the gridsDefinition of the grids

Page 2: Definition of the grids

Model Definition grid 540 (435x175)Model Definition grid 540 (435x175)

165°40 'E 166°00 'E 166°20 'E 166°40 'E 167°00 'E 167°20 'E 167°40 'E

22°50 'S

22°30 'S

22°10 'S

21°50 'S

W eather station

AD C P C urrentm eterTidegaugeD rifter

167°00 'E

Page 3: Definition of the grids

Model Definition grid 180 (200x180)

Page 4: Definition of the grids

Phase of ValidationPhase of Validation

Page 5: Definition of the grids

0,3

0,35

0,4

0,45

T158 T229 T21 T22 T421 T24 T90

Am

plitu

de (m

)

195

200

205

210

215

220

225

230

235

240

Pha

se (°

g)

Amplitude (données)Amplitude (modèle)Phase (données)Phase (modèle)

Page 6: Definition of the grids

0.395

0.40

00.370

0.360

0.350

0.345

0.340

0.340

0.330

0.325

0.330

165°40'E 166°00'E 166°20'E 166°40'E 167°00'E 167°20'E 167°40'E

22°50'S

22°30'S

22°10'S

21°50'S

1 cm 1 cm

Marégraphe < MARS3D Marégraphe > MARS3D

0.32

0.37

0.41

Validation Tide sea surface elevationValidation Tide sea surface elevation

Page 7: Definition of the grids

Validation sea surface elevationValidation sea surface elevation

Page 8: Definition of the grids

Validation Total currentsValidation Total currents

Page 9: Definition of the grids

Validation Total currentsValidation Total currents

Page 10: Definition of the grids

Drifter comparison

Page 11: Definition of the grids

Drifter : velocity comparison

Page 12: Definition of the grids

Examples of resultsExamples of results

Page 13: Definition of the grids

1. Current evolution1. Current evolution

Page 14: Definition of the grids

2. Residence times2. Residence times

Lagrangian TracorsLagrangian Tracors

Page 15: Definition of the grids

Simulation without tide

Evolution of the concentration in 1 point

(example)

0.

0.1

0.2

0.3

0.5

0.6

0.7

0.8

0.9

1.0

0 10 20 30 40 50 60 70 80 90

locale-flushing time

1/e

Flushing lagconcentration evolutionthreshold passing exponential regression fitting the threshold passing curve

Con

cen

trati

on

Time elapsed (days)

0.95

e-flushing time2. Residence times2. Residence times

Method: concentration of one tracer

Case : trade wind de 8 m/s + marée

Page 16: Definition of the grids

166°20'E 166°30'E 166°40'E

22°20'S

(days)

> 60

30 - 35

10 - 15

< 0.2

1 - 2

5 - 6

Jouon, Douillet, Ouillon & Fraunié, 2006, Continental Shelf Research, 26, 1395-1415

2. Residence times2. Residence times

Page 17: Definition of the grids

3. Dissolved transport3. Dissolved transportTideTideBottomBottom

Page 18: Definition of the grids

3. Dissolved transport3. Dissolved transportTideTideSurfaceSurface

Page 19: Definition of the grids

3. Dissolved transport3. Dissolved transportTrade WTrade WBottomBottom

Page 20: Definition of the grids

3. Dissolved transport3. Dissolved transportTideTideBottomBottom

Page 21: Definition of the grids

Mathematical modelGeneral equation of suspended particle transport

4

zCK

3

yC +

xCK =

2

zCsWw +

1

yvC +

xuC +

tC

2z

2

2

2

2h

C : Suspended Sediment Concentration of a given grain size / population u, v, w : water velocity provided by the hydrodynamic model Kh : horizontal diffusivity Kz : vertical diffusivity from kinematic turbulent viscosity

Open boundary conditions

Surface boundary conditions 0surface

CsWzCzK

In

Out 0nC

givenC

4. Particle Dynamics4. Particle Dynamics

Page 22: Definition of the grids

4. Particle Dynamics4. Particle Dynamics

cd, ce : critical shear stresses for deposition and erosionke : erosion rate coefficient

Mathematical model : cohesive particles (Mud)Fall velocity (Ds < 100 m) :

Stokes’ formula 2

ss D g 1s181W

where

water

particles

Bottom boundary condition EDbottom

Cs

Wz

Cz

K

where : shear stress provided by hydrodynamic modelling

Deposition (Krone, 1962)

Erosion (Parthéniades, 1965)

cdcd

s when CWD

1

cd when 0D

ce when 0E

cd, ce : critical shear stresses for deposition and erosionke : erosion rate coefficient

cece

e n whe kE

1

Page 23: Definition of the grids

Application to the southwest lagoon of New Caledonia : Particle Diameter

20151050 km

22°20'S

22°30'S

166°25'E 166°45'E

Coral Sea

166°15'E

NEW CALEDONIA

Grey sand bottoms

White sand bottoms

Muddy bottomsN

OU

MEA

3 coarse kinds of sea bottom (Chardy et al., 1988)

100101 1000

7 m

40 m

Ex: Dumbea Bay

4. Particle Dynamics4. Particle Dynamics

Page 24: Definition of the grids

4. Particle Dynamics4. Particle DynamicsApplication to the southwest lagoon of New Caledonia: Calibration

101

100

10-1

10-2

10-3

10-4

0 20 40 60 80 100

max

moy

Pourcentage de vase

(P

a)

0.017

Estimate of a global critical shear stress under tide + trade wind forcings

% of mud

averaged

Page 25: Definition of the grids

Example : Deposition after one tidal cycle

166°10'E 166°20'E 166°30'E 166°40'E

22°20'S

22°30'S0.5

0.0

1.0

Deposition

166°10'E 166°20'E 166°30'E 166°40'E

22°20'S

22°30'S

90%

90%

70%

50%

40%

30%

20%

10%

5%

70%

50%

40%

30%

20%

10%

5%

-

-

-

-

-

-

-

<

>

SIMULATIONTide + Trade wind 8 m/s Percentage of mud

Reference : Douillet, Ouillon & Cordier, 2001, Coral Reefs, 20, 361-372

4. Particle Dynamics4. Particle Dynamics

Page 26: Definition of the grids

4. Particle Dynamics4. Particle Dynamics