Chapter 3- Digital Representation and Organization of Geospatial Data Concepts and Techniques of Geographic Information Systems, 2e by C.P Lo and Albert K.W. Yeung
Introduction ► GIS:
Maps are dynamic representations of geospatial features, unlike paper maps.
► Data
data.
Model: A way of representing
Representing Geographic Space ► Features
are either objects or phenomena.
► Two
types of models to represent this: object-based and field-based.
► Object-based
modeling treats features as discrete objects
Must have identifiable boundaries Relevant to intended application Has attribute data Can include either exact objects or fuzzy objects
Figure 3.3
► Field-based
models: spatial phenomenon that vary continuously across the landscape
► Can
be obtained directly or indirectly
► Direct
means it is derived from remote sensing.
► Indirect
means it was processed from a primary data source, i.e.. interpolated surfaces, DEMs, etc.
Figure 3.4
Data Classification ► Geospatial
data typically collected and stored as categorical.
►A
classification scheme includes:
Descriptive names Definitions
Non-categorical Data
Categorical Data
Tessellations ► Dive
continuous space into discrete units of unique possible values
► Called
quantizing space
► Less
exact location than vector, but you have more control on spatial uniformity.
► Any
shape possible….but square is normal.
Figure 3.17
Figure 3.19
Table 3.2
Digital Elevation Model (DEM)
Digital Ortho Quad (DOQQ)
Digital Line (Raster) Graphic (DRG)
NLCD Land Cover
STATSGO: Soils
Where do you find all of this stuff? ► TNRIS
: Texas Natural Resource Information System
In Class Skill Builder ► ► ► ► ► ► ► ► ►
Pair-up Download A 30 meter Digital Elevation Model Unzip it to an file on the C:\ (NOT THE DESKTOP) View it in ArcCatalog Open the red toolbox icon Go to Conversion Tools/To Raster/DEM to Raster Convert your DEM to a GRID Load your newly created DEM into ArcMap Try downloading and adding more data from TNRIS to your project.
Vector Data ► Object
–oriented approach to representation of real-world features and is best used to represent discrete objects.
► All
vector data built on two concepts:
Decomposition of spatial objects into basic elements (points, lines, polygons). Use of topology (spatial relationships)
Nature and Characteristics of Vector Data ► Basic
Graphical Elements are represented by at least one pair of coordinate points. Points: One pair of coordinate points Lines or Arcs: string of coordinates that begin and end with a “node.” Polygons: closed group of coordinates
► Spaghetti
Data: vector data that has been collected but not structured
Figure 3.20
Structured Vector Data ► Have:
Topological Relationships : A set of rules and behaviors that model how points, lines, and polygons share geometry. For example, adjacent features, such as two counties, will share a common edge. Linked to descriptive data in geospatial databases.
Why Topology? ► Manage
shared geometry. For example, adjacent polygons, such as parcels, share edges; adjacent soil polygons share edges. ► Define and enforce data integrity rules (no gaps should exist between parcels, no overlap, etc.) ► Support topological relationship queries and navigation (have the ability to identify adjacent and connected features, find shared edges, etc.)
Why Topology? ► Support
sophisticated editing tools that enforce the topological constraints of the data model (e.g. ability to edit a shared edge and update all the features that share the common edge). ► Construct features from unstructured geometry (restructure spaghetti)
The Other Definition of Topology ► The
branch of mathematics that studies those properties of geometric figures that are unchanged when the shape of a figure is twisted, stretched, shrunk, or otherwise distorted without breaking. ► Math concerned with spatial relationships ► This is how we think, or how we perceive geography using our mental maps (not coordinates)
Figure 3.21
Figure 3.22
Table 3.3
Representation of Vector Data ► Governed
by scale ► Cartographic Generalization: line and area objects are represented by more coordinates at a larger scale than at a smaller scale. ► Cartographic Symbolization: vector data are represented by different symbols that serve to visually distinguish them from one another when the data are displayed.
Basic Elements of Topology ► Adjacency:
information about the neighborhood among spatial objects. ► Containment: information about inclusion of one spatial object within another spatial object ► Connectivity: information about linkages among spatial objects.
Figure 3.23
Figure 3.28
Geodatabase ► Introduced
with ArcGIS 8.0 ► Term has several meanings
A common data access and management framework for ArcGIS software products that enables folks to use GIS across computer platforms A generic GIS data model for defining all types of geospatial data by using a rich set of data types and sophisticated referential integrity and topological rules A combined system of databases that are enhanced by added geospatial data layers and built-in map displays, feature editing and spatial analysis functions All data sets use the same data tables and metadata and all is cross-indexed.
Figure 3.37
Table 3.4