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36 Cards in this Set

  • Front
  • Back

Location errors refer to

the geometric inaccuracies of digitized features

Location errors can be examined by

referring to the data source for digitizing

Causes of Digitizing Errors

Human Errors


Scanning and Tracing Errors:Collapsed lines Misshapen lines Extra lines Duplicate lines


Conversion Errors of Digitized maps to into real-world coordinates :Use a set of control points Errors will exhibit regular pattern Must re-digitized control points and rerun geometric transformation.

new method for creating new spatialdata

Using GPS and Satellite imagery data,

When using GPS or remote sensing, the map scale does not contribute to thespatial data accuracy, only

the resolution of the source data is relevant

Spatial Data Accuracy Standards, three phases

U.S. National Map Accuracy Standard


2. Accuracy standards for large-scale maps proposed by the American Society forPhotogrammetry and Remote Sensing in 1990


3. National Standard for Spatial Data Accuracy established by the FederalGeographic Data Committee in 1998

Standards for Horizontal Accuracy

No more than 10% of well-defined map points shall be more than• 1/30 inch at scales larger than 1:20,000 (threshold of 40 feet on the ground)• 1/50 inch at scales of 1:20,000 or smaller (threshold of 167 feet on the ground)

ASPRS (1990): Accuracy standards for large map scales

Horizontal accuracy defined in terms of RMS• 1:20,000 scale maps RMS threshold of 16.7 feet (5.09m)• 1:2400 scale maps, RMS threshold of 2 feet (0.61m)

Spatial Data Accuracy measures

how close the recorded location of a spatialfeature is to its ground location

Data Precision measures

how exactly the location is recorded

Distance measurements:

• Decimal digits• Rounded to the nearest foot or meter

Numbers can be stored as:

Integers


• Floating point• Single precision, with 7 significant digits• Double precision, with 15 significant digits

Topological errors

violate the topological relationships either required by a datamodel (e.g., the coverage) or defined by the user

How many topological rules

31

Topological errors with Line features include:

• undershoot, (gap)


• overshoot, (over extended line)


• dangling node, results from undershoot or overshoot


• pseudo node, appears along a continuous line and divides the line unnecessarily into separatelines.


• direction error, (exp streams)


• label error. If a polygon has two or more label point, it is an error

Topological errors with Polygons:

• Unclosed Polygons• Gaps between polygons• Overlapping polygons

An overshoot (left) and an undershoot (right). Both types oferrors result in dangling nodes

(a) An unclosed polygon,(b) a gap between two polygons, and(c) overlapped polygons

Pseudo nodes, shown by the diamond symbol, are nodesthat are not located at line intersections.

The from-node and to-node of an arc determine the arc’s direction

Multiple labels can be caused by unclosed polygons

Topological errors between layers include

boundaries not coincident: between two polygons, or larger polygons notsharing boundaries with smaller polygons.




• lines not connected at end points: between tow layers, example highwaysand roads are expected to connect perfectly across administrativeboundaries.




• overlapping line features: example rail lines on highways, and line featuresnot covered by another set of line features (e.g. bus routes not covered bystreets)

A powerful tool in ArcGIS for topological editing is

cluster processing




The processing uses a cluster tolerance, also called XY tolerance, to snap vertices (i.e., pointsthat make up a line) if they fall within a square area specified by the tolerance

The default cluster tolerance is

.001 m




A cluster tolerance should not be set too large because a large cluster tolerance can unintentionallyalter the shapes of lines and polygons

Vertices to be snapped can be in the same layer or between layers T/F

T

A map topology is

a temporary set of topological relationships between the parts of features that aresupposed to be coincident.Therefore, editing using map topology can ensure, for example, that a land-use layer and a soil layershare the same study area boundary.

To edit using map topology

1- Create a map topology2- Specify the participating feature classes3- Define a cluster tolerance4- Use editing tools in the GIS package

Editing with topology rules involves three basic steps

1- Create a new topology by defining the participating feature classes. In afeature dataset,The rank of each feature classThe topology rule(s)The cluster tolerance




2- Validation of topology: this step evaluates the topology rule and createserrors indicating those features that have violated the topology rule.Topology rules will be saved to a topology layer




3- Using a topology layer for fixing errors and accepting errors andexceptions. (e.g. acceptable dangling nodes)

Nontopological EditingBasic Editing Operations on existing features

Nontopological operations can create new features by:

Merging features: group selected line or polygon features into one feature (fig 7.19)




Buffering features: to create a buffer around a line or polygon feature at a specified distance.




Union features: to combine features from different layers into one layer




Intersecting features: to create a new feature from the intersection of overlapped features indifferent layers.




Other editing operations include:EdgematchingLine simplificationLine smoothing

Edgematching

matches lines along the edge of a layer to lines of an adjacent layerso that the lines are continuous across the border between the two layers




Example: Edgematching is required for creating a regional highway layer that ismade of several state highway layers digitized and edited separately

Shortest path analysis can only be used

unless all errors between these differenthighway layers are removed

Edgematching involves

a source layer and a target layer

Line simplification

refers to the process of simplifying or generalizing a lineby removing some of its points

Line smoothing

refers to the process of reshaping lines by using somemathematical functions such as splines




Line smoothing is more important for data display

Douglas-Peucker algorithm

used for line simplification, it works line byline and with a specific tolerance.