Full text: Resource and environmental monitoring (A)

Fig.7: Global distribution of averaged OWS from MSMR 
empirical algorithm (upper panel), SSM/I (middle panel) and 
MSMR-operational algorithm (lower panel) for Sept. 1999. 
Figure 8 shows monthly map of SST from MSMR empirical 
algorithm (upper panel) and operational algorithm (lower panel). 
The two figures are in good match. 
MSMR - Seo Surface Jengeralure (Kk) 
September 199 
  
   
      
  
NSMR iSperationdd - Ses Surface Temperature (K) 
eptember 1999 
  
  
  
        
4 2 2-30 32 
Fig.4: Global distribution of averaged SST from MSMR 
empirical algorithm (upper panel) and MSMR-operational 
algorithm (lower panel) for Sep. 1999. 
5. CONCLUSION 
In this paper a simple technique for retrieval of GPs from IRS-P4 
MSMR is presented. The technique has its awn advantages and 
disadvantages as discussed in section 2. The technique has shown 
very promising results, especially for the retrieval of CLW, which 
is found much closer to SSM/I derived values as compared to the 
CLW values from MSMR operational algorithm. All the GPs 
from empirical algorithm are found to have good match with 
those from SSM/I, more qualitatively. The IWV values from 
empirical algorithm are also found very encouraging. They are in 
good agreement with those from SSM/I and from MSMR 
operational algorithm. The OWS seems to be underestimated by 
MSMR empirical algorithm. The IWV and SST are also found 
marginally underestimated by empirical algorithm. The 
underestimation of CLW from MSMR empirical algorithm is 
possibly due to high spatial and temporal variability of CLW 
associated with nature of the satellite orbit. SSM/I GPs used in 
this study are from the SSM/I onboard DMSP-F13, which is 
having equator crossing close to the known diurnal maximum of 
the cloudiness in the equatorial region. The other reason which 
may account for underestimation of all the GPs is possibly due to 
classification of valid range for all the parameters and CLW. based 
screening of valid values for IWV, OWS and SST (with CLW < 
14 mg cm”) in our algorithm. A third reason could be due to 
lacking of complete representatives of all possible atmospheric 
and oceanic situations of the data set used for the development of 
empirical algorithm defined by equation 1. A forth reason could 
be the due to difference in TMI and SSM/I derived values of 
geophysical parameters, where the former is used for 
development of the algorithm and later is used for comparison. 
Varma et al. (2002 a) presented comparison of TMI and SSM/I 
IAPRS & SIS, Vol.34, Part 7, “Resource and Environmental Monitoring”, Hyderabad, India,2002 
derived common GPs. They found that IWV and OWS are 
marginally over estimated and CLW is underestimated by SSM/. 
In short, a better agreement between our MSMR empirically 
derived geophysical parameters and SSM/I is possible, if the 
screening criteria and valid range is properly worked out using 
appropriate sensitivity study, and development of algorithm is 
carried out with a larger data set comprising of all possible 
atmospheric and oceanic conditions. A more detailed study in 
underway and will be reported elsewhere. 
6. ACENOWLEDGMENT 
The authors are thankful to Dr. A.K.S. Gopalan, Director and Dr. 
M.S. Narayanan of Space Applications Centre for their consistent 
encouragement for this study. The authors are thankful to GHRC- 
NASA for providing TMI and SSM/I data. 
7. REFERENCES 
Gairola, R.M., Varma, A.K., Gohil, B.S., and Agarwal, V.K., 
2000, Assessment of TRMM-TMI, DMSP-SSM/I and IRS- 
P4-MSMR observations over Indian oceanic region, Proc. 
of 5" Pacific Ocean Remote Sensing Conference, 5-8 Dec, 
2000 at NIO, Goa, India, pp 217-220. 
Gairola, R.M., Viltard, C., and Moreau, E., 2002, Microwave 
radar and radiometric measurements of precipitation from 
TRMM sensors using multiple regression and Neural 
Network approach, Ist Science Conf. on TRMM, Honolulu, 
Hawaii, 20-25 July, 2002. 
Gohil, B.S., Mathur, A.K., and Varma, A.K., 2000, Geophysical 
parameter retrieval over global oceans from IRS- 
P4/MSMR, Proc. of Pacific Ocean Remote Sensing 
Conference, 5-8 December 2000, NIO, Goa, India, pp 207- 
211. 
Mishra, T. Jha, A.M., Putrevu, D., Rao, J., Dave, D.B., and Rana, 
S.S., 2002, Ground calibration of Multifrequency Scanning 
Microwave Radiometer (MSMR), IEEE Transactions on 
Geosciences and Remote Sensing, 40 (2), pp 504-508. 
Samir, P., Varma, A K., Gairola, R.M., and Agarwal, V.K., 2002, 
Distribution and Intra-seasonal variability of rain over 
Indian oceanic region from IRS-P4 MSMR, Jour. Geophys. 
Res., submitted. 
Sharma R., Babu, K.N., Mathur, A.K., and Ali, M.M., 2002, 
Identification of large scale atmospheric and oceanic 
features from IRS-P4 MSMR: Preliminary results, Jour. 
Atmos. Oceanic Tech., 19, pp 1127-1134. 
Varma, A.K., Gairola, RM, Mathur, A.K., Gohil, B.S., and 
Agarwal, V.K., 2002 a, Intercomparison of IRS-P4-MSMR 
derived geophysical products with DMSP-SSM/I and TRMM.- 
TMI finished products, Proc. of Ind. Acad. Sci. — Earth and 
Planet. Sci., 111(3), pp 247-256.. 
Varma, A.K., Gairola, R.M., Pokhrel S., Gohil, B.S., Mathur, 
A.K., and Agarwal, V.K., 2002 b, Rain Rate Measurements 
over Global Oceans from IRS-P4 MSMR, Proc. Ind. Acad. 
Sci. — Earth and Planet. Sci., 111 (3), pp 257-266. 
Varma, A.K., Gairola, R.M., Pokhrel S., and Agarwal, V.K., 2002 
c, An Empirical Algorithm for Cloud Liquid Water from 
MSMR and Its Utilization in Rain Identification, submitted 
to IEEE Trans. Geosci. And Rem. Sensing. 
Wentz, F.J., 1997, A well calibrated ocean algorithm for Special 
Sensor Microwave Imager, Jour. Geophys. Res., 102 (C4), pp 
8703-8718. 
   
    
  
  
    
  
   
   
  
    
   
  
     
    
        
   
     
    
    
  
    
   
    
   
    
   
      
   
   
    
    
    
   
  
   
    
      
      
   
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