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Werenskiold Glacier SW Spitsbergen Morphometric Characteristics

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Median filtration. 5-dimensional variable was obtained for 2,7 mln raster pixels. Median filter in a 5x5 frame has been applied for parameters: ... – PowerPoint PPT presentation

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Title: Werenskiold Glacier SW Spitsbergen Morphometric Characteristics


1
Werenskiold Glacier(SW Spitsbergen)
Morphometric Characteristics
  • PhD Malgorzata Wieczorek
  • University of Wroclaw
  • Santiago Chile, 1521.11.2009

2
Introduction
  • What? morphometric classification.
  • What for? for determining areas with similar
    morphometric characteristic.
  • Where? on the area of Werenskiold Glacier (SW
    Spitsbergen, Svarbald).
  • Why this area? it has a great variety of
    elevation, also variety of surface shape is
    different on glacier and mainland.

3
Non-supervised analysis in morphometry examples
  • Ehsani i Quiel (2007) use the SOM for the
    classification of the same morphometric
    parameters into ten classes characterized by
    morphometric position subdivided by slope ranges
    in Polish and Slovak Carpathian Mountains.
  • Gómez (et al. 2004) used ISODATA classification
    method of the MDTM for detecting class
    characteristics on the Guadix-Baza basin (S of
    Spain).
  • Arrell et al. (2007) used k-mean metod for
    extracting the morphometric classes present in
    the study area by examination of the first and
    second derivatives of elevation from DEM of
    Snowdonia (Wales).

4
INPUT DATA
  • DEM of Werenskiold Glacier.
  • Resolution
  • 10 m 10 m.
  • The size of the area
  • 15 km 18 km

5
RELATIVE ELEVATION
  • Evaluated from DEM in 5 5 raster frame

6
SLOPE
7
ASPECT
8
PROFILE CURVATURE
9
PLAN CURVATURE
10
Median filtration
  • 5-dimensional variable was obtained for 2,7 mln
    raster pixels.
  • Median filter in a 5x5 frame has been applied for
    parameters
  • hi Me(dHi(1), , dHi(25)) (1)
  • si Me(slopei(1), , slopei(25)) (2)
  • ciprof Me(profi(1), , profi(25)) (3)
  • ciplan Me(plani(1), , plani(25)) (4)
  • And for aspect
  • ai arc(mean vector(aspecti(1), ,
    aspecti(25)))(5)

11
Cluster analysis
  • Cluster analysis as the example of an
    unsupervised method.
  • Requirements
  • the result of classification should not depend on
    the distribution of morphometric variables
  • the method must handle directional variables.

12
k-median metod
  • k-median method with Manhattan metric fulfil the
    criteria.
  • Cluster analysis was performed by software
    prepared specially for this classification.
  • The area of Werenskiold Glacier and its
    surroundings has been classified from 4 to 9
    classes.

13
Results
  • Each classification is a proposal of a different
    morphometric view in a given generalization rate.
  • Apart from the number of classes, in all results
    the boundary between the glacier and the hills is
    sharply outlined.
  • Depending on the number of classes the given
    classification result may be a base for further
    research on different generalization level.
  • It is very hard to assign a specific name (peak,
    ridge, plain, etc.) to a class. Sometimes it is
    even useless, because the matter is to make a
    quantitative not qualitative classification.
  • For adequate big number of classes the division
    is more detailed.

14
4 groups
15
5 groups
16
6 groups
17
7 groups
18
9 groups
19
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20
Conclusion
  • k-median classification is an example of
    automated and object-oriented analysis needed at
    the beginning of terrain exploration, specially
    these less accessible.
  • Further planned morphometric analyses and method
    developing are related to operating on the
    glacier area and the land area separately.
  • Classification method results may also be clues
    for generalization, when the selection of the
    most important shapes of an area is needed.
  • The generalization rate of the classes in such
    method depends on the number of classes, model
    resolution, its size and internal variety.

21
Thank you for your attention
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