Modelling tritium in aquatic environment
Françoise SICLET EDF R&D – LNHE
Modelling tritium in aquatic environment Franoise SICLET EDF - - PowerPoint PPT Presentation
Modelling tritium in aquatic environment Franoise SICLET EDF R&D LNHE Why are we interested in dynamic models for Why are we interested in dynamic models for the dose assessment of liquid releases ? the dose assessment of liquid
Françoise SICLET EDF R&D – LNHE
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HTO in river downstream of NPP
0,00 5,00 10,00 15,00 20,00 25,00 30,00 35,00 40,00 45,00 j a n v
4 m a i
4 s e p t
4 j a n v
5 m a i
5 s e p t
5 j a n v
6 m a i
6 s e p t
6 j a n v
7 m a i
7 s e p t
7 j a n v
8 m a i
8 s e p t
8 j a n v
9 m a i
9 s e p t
9
monthly average (Bq/L) yearly average (Bq/L)
tritium transfer by irrigation : maize in Saumur 20 40 60 80 100 120 140 160 180 janv-94 mai-94 sept-94 janv-95 mai-95 sept-95 janv-96 mai-96 sept-96 janv-97 mai-97 sept-97 janv-98 mai-98 sept-98 janv-99 mai-99 sept-99
irrigation rate (mm/month)
5 10 15 20 25 30 35
tritium concentration in river water (Bq/L)
irrigation of maize (mm/month) Adis (Bq.l-1)
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dispersion /transport model Loire river
dynamic transfer to mussel transplantation
no scenario with irrigation
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# Y # Y # Y # Y # Y
# # # # # # #
Belleville St-Laurent
ORLEANS BLOIS TOURS SAUMUR ANGERS NANTES MONTJEAN
Loir Sarthe Mayenne A l l i e r Loire Loire Cher Indre Creuse Vienne
Chinon Civaux Dampierre
120 km
Loire 350 km Vienne 120 km
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IRSN, France
EDF, France
ENEA, Italy
IMMSP, Ukraine
GOUTAL et al., 2008, Journal of Environmental Radioactivity
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EDF, France
IFIN, Romania
TUM, Germany
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Rapid equilibrium between HTO in the organism and HTO in the
Turn-over rate controlled by ratio between water intake and body water
same general equation for OBT and carbon 14 in phytoplancton, fish,
14 14 14 14 14
( ) ( ) ( ) ( ) ( ) ( ) ( ) ( ) ( )
C mass biota biota mass C C mass biota biota biota biota C mass C mass loss biota biota substrate biota
d A M dt dM t dA t A t M t dt dt A t M t I K D A t M t λ ⋅ ⋅ = ⋅ + ⋅ = − ⋅ ⋅ + ⋅ ⋅ ⋅ ⋅
14 14 14
( ) ( ) . . . ( )
C fish phyto C C ing fish ing eau fish
dA t C k A t k DF A t dt C = − +
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Evolution of phytoplancton in spring
0,2 0,4 0,6 0,8 1 1,2 1,4 1,6 1,8 1 2 : 1 5 : 1 8 : 2 1 : : 3 : 6 : 9 : 1 2 : 1 5 : 1 8 : 2 1 : : 3 : 6 : 9 :
DP GP (day-1)
5 10 15 20 25
phytoplancton (mgchla/m3) GP DP PHY
to predict O2 evolution in aquatic environment :
availability
Average relative growth rate : 0.5 day-1
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PHY DP CP dt dPHY ) ( − =
{
× × × = ) ( ) ( ) (
lim 1 max
t LNUT RAY T g C t CP
sunlight e températur by itation
3 2 1
≥ = < − − =
− − max 1 max ) ( max max ) ( 1
) ( ) (
max
T ifT T g T ifT T T T T e T g
T T a
T T a
− × =
− −
× − S H Ke S
I I e I I
e e H Ke RAY
1 1
1
{
) ( ) ( ) (
2 T
g t MP RP t DP
mortality n respiratio
× + = 3 2 1
+ + = ;... k nut nut ; k nut nut min LNUT
2 nut 2 2 nut 1 1
1
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transfer from dissolved OBT(radiolabelled biomolecules) to aquatic
Transfer from sediment organic matter to bottom feeder - requires to
Transfer between atmosphere and water (done in MASCARET)
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HTO riv HTO pois. Éch. H2O Incorp. Sol - HTO Irrigation Infiltration Sol profond Nappe Evaporation Air Transpir. HTO – Feuil. Prélèv. racinaire Transloc. HTO – Animal
Transformation Assimilation Ingestion Elimin .bio Homme Ingestion Ingestion OBT pois. Éch. H2O OBT – Feuil. Photo- synthèse OBT – grains Ingestion Ingestion OBT – Animal
Assimilation Ingestion Ingestion Ingestion Ingestion Ingestion Ingestion
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Source : Ciffroy ,Siclet et al , 2006, Journal of Environmental Radioactivity
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Dose due to ingestion of milk – sensitivity index Dose due to ingestion of root vegetables – sensitivity index
Source : Ciffroy ,Siclet et al , 2006, Journal of Environmental Radioactivity