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Geospatial analysis and
optimization for prospecting plant
resources in cold desertic areas of
       Jammu & Kashmir
Introduction
  India is endowed with a rich wealth of medicinal
   plants. These plants have made a good
   contribution to the development of Indian
   pharmacy.
  Medicinal and aromatic plants are mainly
   associated with different parameters ,like
   elevation, slope etc.
  Ladakh, rich in Biodiversity, has lot of species
   under explored or unexplored.
  Many tasks associated with the plant resource
   prospecting, exploration is difficult due to
   inaccessibility and time consuming as well.
  Optimized exploration needs broad spatial
   /regional understanding and innovative
   enthusiasm.
Research Scope
• Large Area :around 51900
  km2.

• Vegetation is an Important
  Economic Resource

• Medicinal and Aromatic
  plant resources.
Research Challenges
• High Altitude

• Terrain Complexity.

• Few roads.

• Time consuming process.
• Ladakh ,rich in potential vegetation ,has
  good number of medicinal and aromatic
  plant resources.
• Many of those medicinal plant resources
  are under explored or unexplored.
• There should be an effective model to
  help the explorers.
• Remote Sensing helps in understanding
  spatial objects, the effective logistic
  analysis.
• GIS helps in Analyzing and manipulating
  the data .
Software's Used
• ERDAS Imagine 9.3

• ArcGIS Desktop 9.3(Spatial Analyst
 Tools)

• Excel 2007
Methodology
Data flow diagram
DEM Preparation
• 30 Meter(ASTER) resolution DEM downloaded
  and reprojected to UTM projection
  (meters)and clipped it to study area.

• Using Spatial Analyst , calculated slope and
  aspect raster based on the Dem of the study
  area.
False Color Composite is used for Generation of Vegetation type map.
      Digital Elevation Model is used for slope and aspect raster
            (Representing in 20 levels 1-lowest,20-highest)
Vegetation type Map Preparation
• IRSP6 LISSIII FCC image(October2005) ,clipped to
  study area. Snowless model and masked with NDVI
  for extraction of vegetation.



• Vegetation has been categorized into three
  categories like High Rich, Rich and Poor based on the
  important medicinal characteristics of the species
  which are found.
Vegetation Type Map clipped with
         buffer of roads
Road Network Analysis.
• Used 1:50000 topographic maps from Survey
  of India as a dgn format and converted it to
  shape file.
• Clipped the toposheets to study area and
  extracted roads and drainage .
• Calculated the shortest path using the cost
  path analysis.
Road layer extracted from the toposheets and
     buffered with 500 ,1000 and 1500.
Topographic Maps
Cost uncertainty
• We face uncertainties every moment in the
  physical and social environment in which we
  live .(Statistics and Truth by C.Radha Krishna
  Rao)

• Uncertainty of the cost calculated using the
  probability of the rank which is given by
  normalizing the Distance ,Elevation & Slope.
Results
• Vegetation type map shows the importance of
  the plant resources .
• The study shows that Campaign C5 is given
  highest yield out of five campaigns and least
  cost uncertainty.
• The study proves that increasing number of
  sample points gave good yield of exploration
  with the less cost uncertainty.
Estimation of Cost uncertainty and yield
              exploration




                                 Number of Individuals
Process of Calculation of Cost uncertainty and
               yield exploration
           Cost Uncertainty Estimation                                                                           Process of yield Estimation

Campaign-C1 Plot    Rank             Cost                              Type1                                     Type2                                        Type3

No                  Probability      Variability
                1             0.05            1722.8     Campaig       Specie        Specie        Specie        Specie        Species          Specie        Specie        Specie         Specie

                2             0.03             997.4     n C1          s1            s2            s3            s1            2                s3            s1            s2             s3
                                                         Plot Number   Her pin       Ber uli       Ran lae       Gen leu       Che fic          Nep dis       Dig ste       Poly are       Dra alt
                3             0.03            1088.0
                                                                   1        F0.52          0.26         0.13          0.69               0.28        0.14          1.69          0.68            0.34
                4             0.05            1722.8
                                                                   2        D0.44          0.18         0.09          0.49               0.18        0.09          2.36          0.65            0.35
                5             0.05            1813.4               1             1             0             0             3               1              0             6              2             0
                6             0.04            1541.4               2             1             0             0             1               1              0             7              1             0

                7             0.04            1450.7               3             0             0             0             3               1              0             4              1             0

                8             0.03             906.7               4             1             0             0             1               0              0             2              1             0

                                                                   5             0             0             0             2               0              0             2              0             0
                9             0.03             906.7
                                                                   6             0             0             0             0               0              0             2              1             0
               10             0.04            1541.4
                                                                   7             0             0             0             2               0              0             2              0             0
               11             0.05            1813.4
                                                                   8             0             0             0             0               0              0             1              0             0
               12             0.06            2176.1
                                                                   9             0             0             0             1               0              0             0              0             0
               13             0.05            1813.4              10             0             0             0             0               0              0             0              0             0
               14             0.03            1088.0              11             0             0             0             1               0              0             0              0             0

               15             0.04            1541.4              12             0             0             0             0               0              0             0              0             0

               16             0.05            1813.4              13             0             0             0             1               0              0             0              0             0

                                                                  14             0             0             0             0               0              0             0              0             0
               17             0.07            2538.8
                                                                  15             0             0             0             0               0              0             0              0             0
               18             0.05            1632.1
                                                                  16             0             0             0             0               0              0             0              0             0
               19             0.06            2266.8
                                                                  17             0             0             0             0               0              0             0              0             0
               20             0.05            1722.8              18             0             0             0             0               0              0             0              0             0
               21             0.08            2901.5              19             0             0             0             0               0              0             0              0             0

Total                                          35000              20             0             0             0             0               0              0             0              0             0

                    Cost                                          21             0             0             0             0               0              0             0              0             0

                    Uncertainity                   518   Total                   3             0             0        15                   3              0         26             6                 0
Conclusion
• The study reported here was a successful validation
  of GIS application designed to enhance the
  effectiveness of cost uncertainty in yield exploration.
• Spatial prioritization methods, such as the example
  presented here, provide a tool to save time and
  money during collecting trips. The methods are
  replicable and cost-effective, (given by a
  computer)needs good GIS software and skills.
Thank you
Critics
• Both the illustrations are basically same :Both
  are dogs.
• Which one is ideal and gives optimum results.
Research Optimization


Imagine if you are asked to create/draw a
          illustration of a dog ?
Optimization
• Does the research need to be robust?
• How much time can be used for
  development?
• How much time will be used ?( If it is long
  term or short term?)
Discussion
• Cost uncertainty and yield
exploration depended on the
different types of parameters like
slope, elevation and the distance
from the plot to the nearest
road/trek.
Sampling Intensities
Type   Area(sqm)     Area Ha      Percent    0.1      0.2   0.3   0.4   0.5
127      2018398.4         2220         11    2        4     7     9    11
138      29775328          2978         14    3        6     9    12    15
139     155867472         15587         75   16       31    47    62    78
                          20785        100   21       42    62    83    104
Row
Labels      Sum of AREA
         127 149857.8643
         138 33524388.51
         139 166034351.8
         171 1974896.195
         180 263258624.4
         255 168910610.4
Grand
Total        633852729.2

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Ashok peddi icimod-geospatial-analysis_and

  • 1. Geospatial analysis and optimization for prospecting plant resources in cold desertic areas of Jammu & Kashmir
  • 2. Introduction  India is endowed with a rich wealth of medicinal plants. These plants have made a good contribution to the development of Indian pharmacy.  Medicinal and aromatic plants are mainly associated with different parameters ,like elevation, slope etc.  Ladakh, rich in Biodiversity, has lot of species under explored or unexplored.  Many tasks associated with the plant resource prospecting, exploration is difficult due to inaccessibility and time consuming as well.  Optimized exploration needs broad spatial /regional understanding and innovative enthusiasm.
  • 3. Research Scope • Large Area :around 51900 km2. • Vegetation is an Important Economic Resource • Medicinal and Aromatic plant resources.
  • 4. Research Challenges • High Altitude • Terrain Complexity. • Few roads. • Time consuming process.
  • 5. • Ladakh ,rich in potential vegetation ,has good number of medicinal and aromatic plant resources. • Many of those medicinal plant resources are under explored or unexplored. • There should be an effective model to help the explorers. • Remote Sensing helps in understanding spatial objects, the effective logistic analysis. • GIS helps in Analyzing and manipulating the data .
  • 6. Software's Used • ERDAS Imagine 9.3 • ArcGIS Desktop 9.3(Spatial Analyst Tools) • Excel 2007
  • 9. DEM Preparation • 30 Meter(ASTER) resolution DEM downloaded and reprojected to UTM projection (meters)and clipped it to study area. • Using Spatial Analyst , calculated slope and aspect raster based on the Dem of the study area.
  • 10. False Color Composite is used for Generation of Vegetation type map. Digital Elevation Model is used for slope and aspect raster (Representing in 20 levels 1-lowest,20-highest)
  • 11. Vegetation type Map Preparation • IRSP6 LISSIII FCC image(October2005) ,clipped to study area. Snowless model and masked with NDVI for extraction of vegetation. • Vegetation has been categorized into three categories like High Rich, Rich and Poor based on the important medicinal characteristics of the species which are found.
  • 12. Vegetation Type Map clipped with buffer of roads
  • 13. Road Network Analysis. • Used 1:50000 topographic maps from Survey of India as a dgn format and converted it to shape file. • Clipped the toposheets to study area and extracted roads and drainage . • Calculated the shortest path using the cost path analysis.
  • 14. Road layer extracted from the toposheets and buffered with 500 ,1000 and 1500.
  • 16. Cost uncertainty • We face uncertainties every moment in the physical and social environment in which we live .(Statistics and Truth by C.Radha Krishna Rao) • Uncertainty of the cost calculated using the probability of the rank which is given by normalizing the Distance ,Elevation & Slope.
  • 18. • Vegetation type map shows the importance of the plant resources . • The study shows that Campaign C5 is given highest yield out of five campaigns and least cost uncertainty. • The study proves that increasing number of sample points gave good yield of exploration with the less cost uncertainty.
  • 19. Estimation of Cost uncertainty and yield exploration Number of Individuals
  • 20. Process of Calculation of Cost uncertainty and yield exploration Cost Uncertainty Estimation Process of yield Estimation Campaign-C1 Plot Rank Cost Type1 Type2 Type3 No Probability Variability 1 0.05 1722.8 Campaig Specie Specie Specie Specie Species Specie Specie Specie Specie 2 0.03 997.4 n C1 s1 s2 s3 s1 2 s3 s1 s2 s3 Plot Number Her pin Ber uli Ran lae Gen leu Che fic Nep dis Dig ste Poly are Dra alt 3 0.03 1088.0 1 F0.52 0.26 0.13 0.69 0.28 0.14 1.69 0.68 0.34 4 0.05 1722.8 2 D0.44 0.18 0.09 0.49 0.18 0.09 2.36 0.65 0.35 5 0.05 1813.4 1 1 0 0 3 1 0 6 2 0 6 0.04 1541.4 2 1 0 0 1 1 0 7 1 0 7 0.04 1450.7 3 0 0 0 3 1 0 4 1 0 8 0.03 906.7 4 1 0 0 1 0 0 2 1 0 5 0 0 0 2 0 0 2 0 0 9 0.03 906.7 6 0 0 0 0 0 0 2 1 0 10 0.04 1541.4 7 0 0 0 2 0 0 2 0 0 11 0.05 1813.4 8 0 0 0 0 0 0 1 0 0 12 0.06 2176.1 9 0 0 0 1 0 0 0 0 0 13 0.05 1813.4 10 0 0 0 0 0 0 0 0 0 14 0.03 1088.0 11 0 0 0 1 0 0 0 0 0 15 0.04 1541.4 12 0 0 0 0 0 0 0 0 0 16 0.05 1813.4 13 0 0 0 1 0 0 0 0 0 14 0 0 0 0 0 0 0 0 0 17 0.07 2538.8 15 0 0 0 0 0 0 0 0 0 18 0.05 1632.1 16 0 0 0 0 0 0 0 0 0 19 0.06 2266.8 17 0 0 0 0 0 0 0 0 0 20 0.05 1722.8 18 0 0 0 0 0 0 0 0 0 21 0.08 2901.5 19 0 0 0 0 0 0 0 0 0 Total 35000 20 0 0 0 0 0 0 0 0 0 Cost 21 0 0 0 0 0 0 0 0 0 Uncertainity 518 Total 3 0 0 15 3 0 26 6 0
  • 21. Conclusion • The study reported here was a successful validation of GIS application designed to enhance the effectiveness of cost uncertainty in yield exploration. • Spatial prioritization methods, such as the example presented here, provide a tool to save time and money during collecting trips. The methods are replicable and cost-effective, (given by a computer)needs good GIS software and skills.
  • 23.
  • 24.
  • 25. Critics • Both the illustrations are basically same :Both are dogs. • Which one is ideal and gives optimum results.
  • 26. Research Optimization Imagine if you are asked to create/draw a illustration of a dog ?
  • 27. Optimization • Does the research need to be robust? • How much time can be used for development? • How much time will be used ?( If it is long term or short term?)
  • 28. Discussion • Cost uncertainty and yield exploration depended on the different types of parameters like slope, elevation and the distance from the plot to the nearest road/trek.
  • 29. Sampling Intensities Type Area(sqm) Area Ha Percent 0.1 0.2 0.3 0.4 0.5 127 2018398.4 2220 11 2 4 7 9 11 138 29775328 2978 14 3 6 9 12 15 139 155867472 15587 75 16 31 47 62 78 20785 100 21 42 62 83 104
  • 30. Row Labels Sum of AREA 127 149857.8643 138 33524388.51 139 166034351.8 171 1974896.195 180 263258624.4 255 168910610.4 Grand Total 633852729.2