the retrieval of the lwc in water clouds: the comparison of frisch and radar-lidar techniques

22
The retrieval of the LWC in water clouds: the comparison of Frisch and Radar- Lidar techniques O. A. Krasnov and H. W. J. Russchenberg International Research Centre for Telecommunications-transmission and Radar, Faculty of Information Technology and Systems, Delft University of Technology, Mekelweg 4, 2628 CD Delft, The Netherlands. Ph. +31 15 2787544, Fax: +31 15 2784046 E-mail: [email protected], : Third Progress Meeting 24-25 April 2003 , Reading

Upload: judith-pruitt

Post on 31-Dec-2015

21 views

Category:

Documents


0 download

DESCRIPTION

Third Progress Meeting 24-25 April 2003 , Reading. The retrieval of the LWC in water clouds: the comparison of Frisch and Radar-Lidar techniques. O. A. Krasnov and H. W. J. Russchenberg International Research Centre for Telecommunications-transmission and Radar, - PowerPoint PPT Presentation

TRANSCRIPT

The retrieval of the LWC in water clouds:the comparison of Frisch and Radar-Lidar

techniques

O. A. Krasnov and H. W. J. Russchenberg

International Research Centre for Telecommunications-transmission and Radar,

Faculty of Information Technology and Systems, Delft University of Technology,

Mekelweg 4, 2628 CD Delft, The Netherlands.

Ph. +31 15 2787544, Fax: +31 15 2784046

E-mail: [email protected], : [email protected]

Third Progress Meeting24-25 April 2003 , Reading

The Radar, Lidar, and Radiometer datasetfrom the Baltex Bridge Cloud (BBC) campaign

August 1- September 30, 2001, Cabauw, NL

• Radar Reflectivity from the 95 GHz Radar MIRACLE (GKSS)

• Lidar Backscattering Coefficient from the CT75K Lidar Ceilometer (KNMI)

• Liquid Water Path from the 22 channel MICCY (UBonn)

All data were presented in equal time-height grid with time interval 30 sec and height interval 30 m.

The relation between “in-situ” Effective Radius and Radar Reflectivity to Lidar Extinction Ratio

for different field campaigns.

The relation between “in-situ” Effective Radius and Radar Reflectivity to Lidar Extinction Ratio

for different field campaigns.

Application of the relation for the identification

of the Z-LWC relationship

Application of the relation for the identification

of the Z-LWC relationship

effrZ /

Case study: August 28, 2001, Cabauw, NL, 10.12-11.20 The profiles of measured variables

Case study: August 28, 2001, Cabauw, NL, 10.12-11.20 The profiles of Optical Extinction and Radar-Lidar Ratio

Case study: August 28, 2001, Cabauw, NL, 10.12-11.20 The Resulting Classification Map (radar and lidar data)

Case study: August 28, 2001, Cabauw, NL, 10.12-11.20 Retrieval Results (classification using radar and lidar data)

Frisch’s algorithmFrisch’s algorithm

2

log0, LWCNaZ

effr

• log-normal drop size distribution

• concentration and distribution width are constant in the cloud

max

0

2/1

2/1

)(

)()(

h

h

RMMW

hZ

hZ

h

LWPhLWC

From radiometer’s LWP and radar reflectivity profile:

Case study: August 28, 2001, Cabauw, NL, 10.12-11.20 Retrieval Results for Frisch’s algorithm

Case study: August 28, 2001, Cabauw, NL, 10.12-11.20 Histogram of Differences in Retrieval Results for

the Frisch’s and the Radar-Lidar algorithm

Difference between LWC that retrieved using Frisch method and retrieved from radar-to-lidar ratio

Frisch’s fittings

Log-Normal DSDN=1000 - 2000 cm-3, = 0.8N=1000 - 2000 cm-3, = 0.1

Case study: August 28, 2001, Cabauw, NL, 10.12-11.20 Representation results on the Z-LWC plane

Case: cloud without drizzle

Case study: September 23, 2001, Cabauw, NL, 8.00-10.00 The profiles of measured variables

Case study: September 23, 2001, Cabauw, NL, 8.00-10.00 The profiles of measured variables

Case study: September 23, 2001, Cabauw, NL, 8.00-10.00 The profiles of optical extinction and Radar-Liadr Ratio

Case study: September 23, 2001, Cabauw, NL, 8.00-10.00 The Classification Map (Radar-Lidar, threshold -35 and -25 dB)

Case study: September 23, 2001, Cabauw, NL, 8.00-10.00 The Resulting Classification Map (radar and lidar data)

Atlas Z-LWC relationshipAtlas Z-LWC relationship

Frisch’s fittings

Case study: September 23, 2001, Cabauw, NL, 8.00-10.00 The results of Frisch’s algorithm application

Log-Normal DSDN=1000 - 2000 cm-3, = 0.8N=1000 - 2000 cm-3, = 0.1

Conclusions

•The Frisch’s technique produce much more water

•It does not recognize the presence of in-cloud drizzle

•For the log-normal model Frisch’s fitting of Z-LWC relationships shows huge, non-realistic concentrations