International Archives of the Photogrammetry, Remote Sensing and Spatial Information Sciences, Vol XXXV, Part B7. Istanbul 2004
equation through dimensional analysis (Platt and
Sathyendranath, 1993). The solution is of the form,
Pant- (BDPAUK* CS Q (1h) -2 ON
I pL )).
where
A = BDPm”/K
B = phytoplankton biomass given as the concentration
of chlorophyll-a(mg Chlm™)
D = day length (h)
Pm® =Assimilation number
K = vertical diffuse attenuation coefficient
Q = Weights for fifth —order polynomial fit (x=5)
I. =dimensionless irradiance cateulatea AS 10" / Ix (Ix =
a®/Pm® )
M = exp "^, is the optical transmittance of mixed layer
of thickness Z,,.
This approach assumes uniform biomass throughout the mixed
layer, uniform diffuse attenuation coefficient and a sinusoidal
variation of surface irradiance. When winter convection is
active, mixed layer depth is greater than euphotic depth and
hence, the assumption holds good and mixed layer production
represents total production.
2.1.1 Pre-processing of OCM data
Atmospheric correction of OCM data was performed using long
wavelength approach (Gordon and Wang, 1994, Chauhan et al.,
2001).
Chlorophyll was estimated from the retrieved spectral water
leaving radiance by the application of suitable bio-optical
algorithms. An empirical algorithm also known as Ocean
Chlorophyll 2 or OC2 (O’Reilly et. al., 1998) was used with
OCM data, on the basis of results of a study done on inter-
comparison of different bio-optical algorithms. It was found
that this algorithm captures the inherent sigmoid relationship
between R,490/ R555 band ratio and Chlorophyll
concentration C, where R,, is remote sensing reflectance. The
algorithm was shown to retrieve low as well as high chlorophyll
concentration, which means a better retrieval even in case 2
waters.
2.1.2 Computation of light available at sea surface
Light available at sea surface was computed using radiative
transfer model. For the given location, date and time, solar
elevation was calculated by standard procedures (Paltridge and
Platt, 1976). The local noon surface irradiance I," under cloud
—free skies was estimated using Bird’s model (Bird, 1984).
Reflection losses at the air-sea interface were computed
assuming Fresnel reflectance at a flat sea surface.
2.1.3 Computation of parameter of light transmission or diffuse
attenuation coefficient
Vertical attenuation coefficient K was estimated from
water leaving radiance of OCM bands using modified algorithm
by Muller et. al, 1994. K(490) has been computed by
assuming case —1 waters where changes in phytoplankton
862
biomass is considered to be the most important factor for
changes in optical properties of water.
2.1.4 Estimates of photosynthetic parameters and mixed layer
depth
The Hastenrath and Greisher (1989) climatology was used to
define monthly mixed layer thickness.
2.2 Wind speed
Wind speed of the same area was calculated using MSMR data.
The MSMR provides global brightness temperature
measurements at 6.6, 10.65, 18 and 21 G Hz frequencies with
dual polarisations. Weekly wind speeds were generated for the
same time span at the resolution of 75 km. MSMR data were
not available in 2002 for the same duration in February-March,
therefore, Quick scat data were used for the latter period.
IRS P4 OCM derived Primary Production and MSMR derived
wind speed images were generated for the study area and
corresponding duration.
3. RESULTS AND DISCUSSION
Large-scale increase in abundance of phytoplankton (winter
bloom) occurs every year during specific period in February-
March in NAS. Weekly averaged chlorophyll images,
generated from OCM data of March 1* week, 2000-2004,
representing typical high productivity pattern in deep waters of
NAS are shown in Figure 1.
Fig. 1 Chlorophyll pattern from Oceansat VOCM for 1* week of March,
2000-2004 indicate accurrence of winter bloom every year in NAS
Figure 1. Chlorophyll pattern from Oceansat [/OCM for j
week of March, 2000-2004 indicating occurrence of winter
bloom every year in NAS
Inte
——
Sim
200.
Feb
obs:
cycl
the
pred
pred
Wee
of 1
wee
the :
ct ude
e$: 00A
Figu
Spee
Figui
prodi
Spee«