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Topographical Mapping using GIS
GIS Training : Day 11,12 @IOE, Pulchowk
Presentation Outline
Surface Representation in Arc GIS
TIN, Raster and Terrain Surfaces
Comparison between Surfaces
Analyzing Surfaces:
Slope, Aspect, Hillshade and Curvature
Topographical Mapping
Contouring
Characteristics of Contours
Preparing a topo map: Assignment
Surface representation in ArcGIS
A 3D Surface model is a digital representation of features, either
real or hypothetical, in three-dimensional space.
They are usually derived, or calculated, using specially designed
algorithms that sample point, line, or polygon data and convert it
into a digital 3D surface.
 ArcGIS can create and store three types of surface models: TIN,
Raster, and Terrain dataset.
Contd…
With ArcGIS, there are two approaches for managing your surface
data: geodatabase or file-based.
Choice of the surface is partially your choice but is also limited by
the surface type.
Geodatabases are collections of spatial data native to ArcGIS that
collate several features or raster datasets all in one place.
File-based formats can be ESRI specific (TIN, GRID), open-source and
standardized exchange formats (TIFF, JPEG), or third-party formats
(IMG, PIX).
Triangulated Irregular Network (TIN)
TINs are a form of vector-based digital geographic data constructed by
triangulating a set of vertices (points).
ArcGIS supports the Delaunay triangulation method.
Delaunay triangle criterion ensures that no vertex lies within the
interior of any of the circumcircles of the triangles in the network.
If Delaunay criterion is satisfied everywhere, the minimum interior
angle of all triangles is maximized.
TINs cannot be stored in any of the three types of geodatabases; they
can only be stored in file-based storage solutions.
Raster Surfaces
Raster surface data represents a surface as a grid of equally sized cells
that contain the attribute values for representing the z-value and the
x,y location coordinates.
 Each cell represents a defined square area on the earth's surface and
holds a value that is static across the entire cell.
Elevation models are one such example of raster surface models.
 The fixed point may be a spot height derived from
photogrammetric methods, but interpolation between heights
help form the digital elevation model (DEM).
Terrain Surfaces
Terrain datasets are an efficient way to manage large point-based data
in a geodatabase and produce high-quality, accurate surfaces on the
fly.
A terrain dataset in the geodatabase It doesn't actually store a surface
as a raster or TIN. Rather, it references the original feature classes.
This organization involves the creation of terrain "pyramids" that are
used to quickly retrieve only the data necessary to construct a surface.
Can be stored in a personal, file, or multiuser geodatabase.
Comparison between Surfaces
TIN models are less widely available than raster surface models and
tend to be more time consuming to build and process.
The cost of obtaining good source data can be high, and processing
TINs tends to be less efficient than processing raster data because of
the complex data structure.
TINs are typically used for high-precision modeling of smaller areas,
such as in engineering applications, where they are useful because
they allow calculations of plan metric area, surface area, and volume.
Terrain datasets and related tools offer benefits in the areas of data
management, analysis, and visualization in case of voluminous data .
Analyzing Surfaces
Surface analysis involves several kinds of processing, including
extracting new surfaces from existing surfaces, reclassifying
surfaces, and combining surfaces.
Most common Terrain analysis tools: Slope, Aspect, Hillshade,
and Curvature tools.
Slope ,Aspect, Hillshade and Curvature
The Slope tool calculates the maximum
rate of change from a cell to its
neighbors, which is typically used to
indicate the steepness of terrain.
The Aspect tool calculates the direction
in which the plane fitted to the slope
faces for each cell.
Hillshade shows the intensity of lighting
on a surface given a light source at a
particular location
It can model which parts of a
surface would be shadowed by
other parts.
Curvature (the second derivative of the
surface) calculates the slope of the slope
and finds out whether a given part of a
surface is convex or concave.
Convex parts of surfaces, like ridges,
are generally exposed and drain to
other areas.
Concave parts of surfaces, like
channels, are generally more
sheltered and accept drainage from
other areas.
Topographical Maps
Type of maps in which the configuration of the terrain along with
the horizontal position of the natural and artificial features above
the given terrain is represented.
Topographic maps are also commonly called contour maps or
topo maps.
The various features shown on the map are represented by
conventional signs or symbols. For example, colors can be used to
indicate a classification of roads.
Contouring
General definition:
A Contour line (also isoline, isopleth, or isarithm) of a
function of two variables is a curve along which the function
has a constant value.
It is a cross-section of the three-dimensional graph of the
function f(x, y) parallel to the x, y plane.
In Surveying and mapping , Contours are the imaginary lines that
connects the points of equal elevation.
Contour interval of a contour map is the difference in elevation
between successive contour lines.
Types: Index and Intermediate Contours
Usually every fifth contour line is shown in a heavy, wider line,
so called an index contour
Characteristics of Contours
 The contour are closed curves.
Contour line do not cross to each other.
Important points can be further defined by including a “spot”
elevation.
Contour line cross valley lines at right angles.
Contour line cross ridge line at right angle. The contour line form
U shaped curve.
Ridge contours can be confused with valley contours as they, too, form
'U' shapes - the difference is that the closed end of the 'U' points to
lower ground.
 Depression and hill look the same.
And Many more…
Prepare a Topo Map - Assignment
1. Datasets Location:../day11-12/road_details.csv
2. Manual document -See the pdf: Prepare_map.pdf
Facebook Group:
https://www.facebook.com/groups/316600145217154/
Members Directory:
https://docs.google.com/spreadsheets/d/1VfeITEdcxpDfp4e-
iaKdLoAeOgMNrb8wYBpRkQ689YM/edit?pli=1#gid=0

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Surface Representations using GIS AND Topographical Mapping

  • 1. Topographical Mapping using GIS GIS Training : Day 11,12 @IOE, Pulchowk
  • 2. Presentation Outline Surface Representation in Arc GIS TIN, Raster and Terrain Surfaces Comparison between Surfaces Analyzing Surfaces: Slope, Aspect, Hillshade and Curvature Topographical Mapping Contouring Characteristics of Contours Preparing a topo map: Assignment
  • 3. Surface representation in ArcGIS A 3D Surface model is a digital representation of features, either real or hypothetical, in three-dimensional space. They are usually derived, or calculated, using specially designed algorithms that sample point, line, or polygon data and convert it into a digital 3D surface.  ArcGIS can create and store three types of surface models: TIN, Raster, and Terrain dataset.
  • 4. Contd… With ArcGIS, there are two approaches for managing your surface data: geodatabase or file-based. Choice of the surface is partially your choice but is also limited by the surface type. Geodatabases are collections of spatial data native to ArcGIS that collate several features or raster datasets all in one place. File-based formats can be ESRI specific (TIN, GRID), open-source and standardized exchange formats (TIFF, JPEG), or third-party formats (IMG, PIX).
  • 5. Triangulated Irregular Network (TIN) TINs are a form of vector-based digital geographic data constructed by triangulating a set of vertices (points). ArcGIS supports the Delaunay triangulation method. Delaunay triangle criterion ensures that no vertex lies within the interior of any of the circumcircles of the triangles in the network. If Delaunay criterion is satisfied everywhere, the minimum interior angle of all triangles is maximized. TINs cannot be stored in any of the three types of geodatabases; they can only be stored in file-based storage solutions.
  • 6. Raster Surfaces Raster surface data represents a surface as a grid of equally sized cells that contain the attribute values for representing the z-value and the x,y location coordinates.  Each cell represents a defined square area on the earth's surface and holds a value that is static across the entire cell. Elevation models are one such example of raster surface models.  The fixed point may be a spot height derived from photogrammetric methods, but interpolation between heights help form the digital elevation model (DEM).
  • 7. Terrain Surfaces Terrain datasets are an efficient way to manage large point-based data in a geodatabase and produce high-quality, accurate surfaces on the fly. A terrain dataset in the geodatabase It doesn't actually store a surface as a raster or TIN. Rather, it references the original feature classes. This organization involves the creation of terrain "pyramids" that are used to quickly retrieve only the data necessary to construct a surface. Can be stored in a personal, file, or multiuser geodatabase.
  • 8. Comparison between Surfaces TIN models are less widely available than raster surface models and tend to be more time consuming to build and process. The cost of obtaining good source data can be high, and processing TINs tends to be less efficient than processing raster data because of the complex data structure. TINs are typically used for high-precision modeling of smaller areas, such as in engineering applications, where they are useful because they allow calculations of plan metric area, surface area, and volume. Terrain datasets and related tools offer benefits in the areas of data management, analysis, and visualization in case of voluminous data .
  • 9. Analyzing Surfaces Surface analysis involves several kinds of processing, including extracting new surfaces from existing surfaces, reclassifying surfaces, and combining surfaces. Most common Terrain analysis tools: Slope, Aspect, Hillshade, and Curvature tools.
  • 10. Slope ,Aspect, Hillshade and Curvature The Slope tool calculates the maximum rate of change from a cell to its neighbors, which is typically used to indicate the steepness of terrain. The Aspect tool calculates the direction in which the plane fitted to the slope faces for each cell.
  • 11. Hillshade shows the intensity of lighting on a surface given a light source at a particular location It can model which parts of a surface would be shadowed by other parts. Curvature (the second derivative of the surface) calculates the slope of the slope and finds out whether a given part of a surface is convex or concave. Convex parts of surfaces, like ridges, are generally exposed and drain to other areas. Concave parts of surfaces, like channels, are generally more sheltered and accept drainage from other areas.
  • 12. Topographical Maps Type of maps in which the configuration of the terrain along with the horizontal position of the natural and artificial features above the given terrain is represented. Topographic maps are also commonly called contour maps or topo maps. The various features shown on the map are represented by conventional signs or symbols. For example, colors can be used to indicate a classification of roads.
  • 13. Contouring General definition: A Contour line (also isoline, isopleth, or isarithm) of a function of two variables is a curve along which the function has a constant value. It is a cross-section of the three-dimensional graph of the function f(x, y) parallel to the x, y plane. In Surveying and mapping , Contours are the imaginary lines that connects the points of equal elevation. Contour interval of a contour map is the difference in elevation between successive contour lines. Types: Index and Intermediate Contours Usually every fifth contour line is shown in a heavy, wider line, so called an index contour
  • 14. Characteristics of Contours  The contour are closed curves. Contour line do not cross to each other. Important points can be further defined by including a “spot” elevation. Contour line cross valley lines at right angles. Contour line cross ridge line at right angle. The contour line form U shaped curve. Ridge contours can be confused with valley contours as they, too, form 'U' shapes - the difference is that the closed end of the 'U' points to lower ground.  Depression and hill look the same. And Many more…
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  • 16. Prepare a Topo Map - Assignment 1. Datasets Location:../day11-12/road_details.csv 2. Manual document -See the pdf: Prepare_map.pdf