Logo GISdevelopment.net

GISdevelopment > Proceedings > ACRS > 2002


1989 | 1990 | 1991 | 1992 | 1994 | 1995 | 1996 | 1997 | 1998 | 1999 | 2000 | 2002
Sessions

GIS, GPS & Data Integration

Land Use Land Cover

Hazard Mitigation and Disaster Management

Photogrammetry

Forestry

Earth Observation from Space

Mountain Environment and Mapping

Data processing, Algorithm and Modelling

Urban Mapping

Hyperspectral Data Acquisition and Systems

AIT: Digital Asia

SAR / InSAR

Very High Resolution Mapping

Soil and Agriculture

Water Resources

Geology / Geomorphology

Education

Ecology, Environment & Carbon Cycle

Infrastructure Planning and Management

Oceanography and Coastal Zone Monitoring

Poster Sessions

Poster 1

Poster 2

Poster 3



ACRS 2002


Data Processing, Algorithm and Modelling


Collaborating Remote Sensing with historical limnological data to map primary productivity at a Eutrophic lake


Results and discussion
As seen from the graphical representation of the results (fig.3), the model could represent the winter productivity at lake Kasumigaura quite well from the input variables of chl-a, SS, SDD and WT satisfactorily. Composite coefficient of determination (R 2 ) taking into account both the training and validation dataset was 0.76. With satisfactory validation, the model was now ready for estimation of productivity or productivity mapping for the month of January. Pixel by pixel values of generated chl-a, SDD, SS and W.Temp from LandsatTM imagery of 19 th January, 2001 were put as inputs to the developed model. With one forward pass, the gross productivity map of lake Kasumigaura for 19 th January, 2001 was generated. Figure 4(a) shows the chl-a, SS, SDD and WT (not validated) maps for 19th January, 2001 and fig. 4(b) shows the resultant GP map. The banding effect seen in the GP product is inherited from input water quality maps which are again a result of band effect in LandsatTM bands over water. No de-stripping was performed.


There were no GP data available for 19 th January, 2001 for validating the resultant image. However, as the model is independent of the time scale, in the sense decades of data have been incorporated, and as the lake ecosystem has not been undergoing considerable changes (as evident from the temporal water quality data from Kasumigaura databook, 2001) it can be concluded that, the resultant product gives a satisfactory picture to the present situation. However, it will always give better and more practical results by incorporating recent data to the model. The developed model, however, can always be used with

From some simple analysis of the fig. 4(b), it is evident that, productivity was highest at the points of intermediate chl-a (30~40 µg/l) and highest SDD (75 ~ 80 cm). Lowest values were seen in areas where lowest SDD and/or highest SS prevailed. Maximum chlorophyll-a concentration regions were found to coincide with that of maximum SDD and minimum SS. However, these regions were not the most productive regions indicating that either temperature or nutrients had influential role to play in the process. Looking at the pattern of productivity it is possible that, due to shallower depth (hence more mixing) and inflow from the Sakura and Bizen rivers (refer fig.1), nutrients might be playing a dominant role in making Tsuchiura harbor side the most productive one. However, further analysis covering several days or months would be necessary to reach at some confident conclusion. As the discussion on this topic is out of the scope of this paper, we wind up our discussion at this point.


Figure 4 (a) Chl-a, SS, SDD and WT estimated from LandsatTM imagery on 19 th January, 2001 at lake Kasumigaura. (b) Gross productivity on 19 th January, 2001 generated by productivity model from maps in (a) as inputs.

Conclusion
Productivity model based on historical limnological data can be quite useful in mapping the same in synoptic scale while accommodating remote sensing derived products. While doing so, however, the number of input variables for modeling becomes fewer and the representation of the complex process of productivity becomes almost impossible. Making separate models for each month of the year, i.e. reducing the time-independency, was found to be effective in reducing the complexity of the problem and finding a satisfactory solution. In our demonstration, the model for month of January produced quite satisfactory results in estimating productivity from chlorophyll-a, suspended sediment, secchi disk depth and water temperature. The developed model can thus produce maps of primary productivity at the lake provided maps of the four input parameters are generated from remote sensing imagery and fed to the model. Similar models for other months can provide a fully functional productivity-mapping product where simultaneous sampling of the productivity is not necessary with satellite overpass. Moreover, productivity maps of any past date can also be generated with confidence. It is our hope that, such a scheme would provide for better scientific and management tools towards providing a cleaner and healthier environment in and around this treasure of nature.

Acknowledgement: We express our sincere gratitude to NASDA, Japan for providing with the LandsatTM images under the project “Development of an algorithm to identify wetland vegetation”. Our heartfelt thanks go to Dr. K. Matsushige and Dr. A. Imai for providing us the limnological data.

References
  • Baruah, P.J, 2002. Applications of Remote Sensing and Smart Algorithms for Modeling Water Quality in Lake Kasumigaura. PhD Thesis, University of Tsukuba, 154pp. downloadable pdf: http://www.great.cicrp.jussieu.fr/great/recherche/theses.htm Cole, B.E., Cloern, J.E., 1987. An empirical model for estimating phytoplankton productivity in estuaries. Mar. Ecol.Prog. Ser. 36, 299– 305.
  • Fahlman S.E., 1988. Faster learning variations of backpropagation: An empirical study. In: D. Touretzky, G. Hinton,, and T. Sejnowski, editors, Proceedings of the 1988 Connectionists Model’s Summer School. pp.38-51.Morgan Kaufmann, San Mateo.
  • Fausett, L., 1994. Fundamentals of neural networks : Architectures, Algorithms, and Applications, (Englewood Cliffs, N.J.: Prentice Hall).
  • Falconer, J.R., Editor, 1993. Algal Toxins in Sea food and Drinking water. Academic Press, London.
  • Harris, G.P., 1986. Phytoplankton Ecology: structure, function and fluctuatio. Chapman & Hill, London. Kasumigaura databook (With CD ROM), 2001. Center for Global Environmental Research, National Institute for Environmental Studies, Tsukuba.
  • Takamura, N. and Aizaki, M., 1991. Change in primary production in lake Kasumigaura (1986-1989) accompanied by transition of dominant species. Japan J. Limn., 3, pp. 173-187.
  • Esais et al., 1997. An Overview of MODIS capabilities for Ocean Science Observations. MODIS EOS Project, Goddard Flight Space Center.
  • Scardi, M., 1996. Artificial neural networks as empirical models of phytoplankton production. Mar. Ecol. Prog. Ser.139, pp. 289– 299.
  • Scardi, M., 2000. Neural network models of phytoplankton primary production. In: Lek, S., Guegan, J.-F. (Eds.).
  • Scardi, M., 2001. Advances in neural network modeling of phytoplankton primary production. Eco. Model., 146, pp. 22-45.
  • Scardi, M., Harding, L.W. Jr., 1999. Developing an empirical model of phytoplankton primary production: a neural network case study. Ecol. Model. 120, pp. 213– 223. Reed, R., and Marks II, R.J., 1998. Neural Smithing. MIT Press (London), 345pp
Page 3 of 3
| Previous |

Applications | Technology | Policy | History | News | Tenders | Events | Interviews | Career | Companies | Country Pages | Books | Publications | Education | Glossary | Tutorials | Downloads | Site Map | Subscribe | GIS@development Magazine | Updates | Guest Book