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Comparison of O3 fluxes measured with the eddy covariance and the gradient methods above a maize field

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HAL Id: hal-02760646

https://hal.inrae.fr/hal-02760646

Submitted on 4 Jun 2020

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Comparison of O3 fluxes measured with the eddy covariance and the gradient methods above a maize field

Benjamin Loubet, Mark Irvine, Eric Lamaud, Eric Larmanou, Christophe Fléchard, Olivier Zurfluh, Pierre Cellier

To cite this version:

Benjamin Loubet, Mark Irvine, Eric Lamaud, Eric Larmanou, Christophe Fléchard, et al.. Com-

parison of O3 fluxes measured with the eddy covariance and the gradient methods above a maize

field. ACCENT-BIAFLUX Trace gas and aerosol flux measurement and techniques, Apr 2005, Riso,

Denmark. Riso National Laboratory, Risø-R, 2005. �hal-02760646�

(2)

CONCLUSIONS. This analysis shows that :

 Attention must be paid to the gradient sequential sampling interval

Tube attenuation corrections must be applied to covariance estimates

Rotation and averaging procedures are should be compared

COMPARISON OF O

3

FLUXES MEASURED WITH THE EDDY COVARIANCE AND THE GRADIENT METHODS ABOVE A MAIZE FIELD

Benjamin LOUBET1,*, Mark IRVINE2,*, Eric LAMAUD2, Eric LARMANOU1, Christophe Fléchard 3, Olivier ZURFLUH1, Pierre CELLIER1

1 Institute of Agronomic Research (INRA), UMR EGC, Thiverval-Grignon, France

2 Institute of Agronomic Research (INRA), UR EPHYSE, Bordeaux, France

3 Agroscope FAL Reckenholz, Zürich, Switzerland

*Corresponding authors: [email protected], [email protected].

DATASET. Between June and September 2002, the fluxes of carbon dioxide (CO2) and ozone (O3), and nitrogen oxides (NO and NO2) were measured above a growing maize crop, together with the components of the energy balance - sensible (H) , ground (G) and latent heat fluxes (H), net radiation (Rn) – , the meteorology, and the canopy structure. All the fluxes, except the NOx, were measured simultaneously with the gradient and the covariance technique.

INTRODUCTION. The fluxes of ozone (O3) are measured either with the gradient method or the covariance method. However, both methods are subjects to bias or uncertainties. The present poster presents a comparison of the two methods, list the potential biases and analyses some of them.

ERRORS SPECIFIC TO THE GRADIENT METHOD.

 Chemical reactions in the tubes (O3-NO)

 Chemical reactions over the gradient height (O3-NOx)

 Sequential sampling (assumes stationarity)

 Slope of the terrain

THEORY. Flux measurements using either the gradient or the covariance method are based on the mass balance equation which can be expressed as :

which gives after integration over z

This equation shows three potential errors common to the gradient and the covariance method: storage, local advection and chemical reactions

   

Qchem

x uc c u z wc c w

ct      

 ' ' ' '

Fz = vertical flux

 

dz Q dz

x uc c dz u

ct z F z

F z

z chem z

z z

z z

z  

 

 

0 0

0

' ) '

( )

( 0

Storage Local advection Chemical reactions

ACCENT-BIAFLUX Workshop 2005, Danemark, April, 06-08, 2005

ERRORS SPECIFIC TO THE COVARIANCE METHOD

 High frequency attenuation in the tube

 Rotation of the ultrasonic anemometer ( = 0 or not)

 High pass filtering (detrending)

w

U, Ta, H2O, CO2, NO, NO2, O3

u,v,w, Ta, H2O, CO2, O3

titre

0 2 4 6 8 10 12

0 0.2 0.4 0.6 0.8 1 1.2

x

y Série1

10 m

7 m

5 m

3.5 m

2.5 m 1.5 m 0.7 m 0.3 m 0.1 m

Covariance method Gradient

method

5 bottom levels

(20 L/min) NOx

O3 CO2H2O

NOx O3

5 top levels

All levels

(20 L/min) common level

U, Ta, H2O, CO2, NO, NO2, O3

u,v,w, Ta, H2O, CO2, O3 u,v,w, Ta, H2O, CO2, O3

titre

0 2 4 6 8 10 12

0 0.2 0.4 0.6 0.8 1 1.2

x

y Série1

10 m

7 m

5 m

3.5 m

2.5 m 1.5 m 0.7 m 0.3 m 0.1 m

titre

0 2 4 6 8 10 12

0 0.2 0.4 0.6 0.8 1 1.2

x

y Série1

10 m

7 m

5 m

3.5 m

2.5 m 1.5 m 0.7 m 0.3 m 0.1 m

Covariance method Gradient

method

5 bottom levels

(20 L/min) NOx

O3 CO2H2O

NOx O3

5 top levels

All levels

(20 L/min)

(20 L/min) NOx

O3 CO2H2O

NOx O3

5 top levels

All levels

(20 L/min) common level

Vd grad = 2 . Vd EC

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