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(1)

How to Treat

Changes in PIR Pyrgeometer

Calibrations?

Gert König-Langlo

Alfred Wegener Institut

für Polar- und Meeresforschung

(2)

LWD Trend at Neumayer

(3)

Meteorology Observatory Potsdam (MOP) Meteorology Observatory Potsdam (MOP)

T 4

C

L = V + σ

L = long L = long- -wave wave radiation radiation V = thermopile V = thermopile output output

C = calibration C = calibration coefficient coefficient

1. 1. Pyrgeometer gets ventilated. No temperature differences Pyrgeometer gets ventilated. No temperature differences between dome and body are taken into account.

between dome and body are taken into account.

2. 2. The temperature dependence of the thermopile is neglected. The temperature dependence of the

σ σ = Stephan Boltzmann = Stephan Boltzmann constant constant T = pyrgeometer

T = pyrgeometer temperature temperature

(4)

Word Radiation Center (WRC) Word Radiation Center (WRC)

)

(

4 4

3 4

2 3

1

V C T

B

k T

B

k T

D

T

B

C k

L = V + σ + σ + σ − σ

L = L = long long - - wave wave radiation radiation V = V = thermopile thermopile output output

C = calibration C = calibration coefficient coefficient k k

n

= calibration = calibration coefficients coefficients

σ σ = Stephan Boltzmann = Stephan Boltzmann constant constant T T

DD

= dome = dome temperature temperature

T T

BB

= body = body temperature temperature k k

11

~ 0.2 k ~ 0.2 k

22

~ 1 k ~ 1 k

33

~ 5 ~ 5

1. 1. Pyrgeometer gets ventilated. Nevertheless, temperature Pyrgeometer gets ventilated. Nevertheless, temperature

differences between dome and body are taken into account.

differences between dome and body are taken into account.

2. 2. The temperature dependence of the thermopile is not The temperature dependence of the not neglected.

neglected.

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Experimental Setup Experimental Setup

MOPMOP WRC

WRC

ventilated ventilated ventilated + shaded

ventilated + shaded

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Impact of Diffuse Solar Radiation Impact of Diffuse Solar Radiation

)

(

4 4

3 4

2 3

1

V C T

B

k T

B

k T

D

T

B

C k

L = V + σ + σ + σ − σ

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Impact of Direct Solar Radiation

Impact of Direct Solar Radiation

(8)

Impact of Shading

Impact of Shading

(9)

Conclusions Conclusions

1. PIR pyrgeometer have a certain cross sensitivity to solar radiation mainly based on the differential uptake of solar radiation by the pyrgeometer body and pyrgeometer dome.

2. Temperature differences within the PIR pyrgeometer are small (order of 1k) but important!!! They have to be taken into account within the

calibration procedure!!!

3. Temperature differences within the dome are less important.

4. Temperature differences can be reduced by shading the dome of the upward looking PIR pyrgeometer. However, the remaining temperature differences are still important and have to be taken into account.

5. Properly calibrated pyrgeometers can be used unshaded.

6. Unshaded pyrgeometers calibrated without taking care to the temperature differences overestimate the long-wave radiation by a small fraction of the solar radiation. At Neumayer, this fraction was found to be rather

(10)

Calibrated Calibratedat:at:

Meteor.

Meteor. ObservatorObservator. Potsdam World . Potsdam World RadiationRadiationCenterCenter

LWD Trend at Neumayer

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Questions and Outlook for BSRN Questions and Outlook for BSRN

1. Which BSRN-stations did which calibration procedure?

2. Have there been stations changing their calibration procedure like Neumayer and Ny Ålesund?

3. Is the homogenization of the data allowed by:

=

=

K L

L

K L

L

d uncorrecte corrected

d uncorrecte corrected

* 03 .

0

* 03 .

0

?

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... Ende

... Ende

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