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23 Cards in this Set

  • Front
  • Back

Surfaces

Model friction or impedance


Grouped in slopes and aspects, viewsheds-valleys, hills, watersheds


Continuous -elevation, temperature


Discrete= population density

What are Surfaces

Features containing height values (Z) distributed throughout areas defined by sets of X, Y coordinates

Surface Creation

Sampling at critical locations, use interpolation to fill gaps.


Statistical - dot mapping, chorpleth, dasymetric, isarithmic

Sampling Statistical Surfaces

Isometric map=isolines, known Z values sampled at point locations


Isoplethics=Isolines, Z values recorded for polygonal areas, can create centroids


Selection of data- regular lattice or irregular lattice

Data Models for Statistical Surfaces

TIN- Vector data


DEM-discrete altitude matrix-point image method, each contain single elevation value


Raster Surface=each unit can contain only single absolute elevation value. Converts continuous data to discrete

Interpolation Methods

Calculate slopes, aspects, cross sections and predict elevations for objects, do not have data for.


Linear/Nonlinear - can involve assumption


Saddle point problem

Four characteristics of three dimensional surfaces

Steepness of slope


Azimuth-orientation


shape/form


intervisibility

Steepness of slope

rise over run, change in elevation over horizontal distance

Azimuth

Surfaces exhibit slopes, oriented in particular direction

Shape/Form

Classify statistical surfaces to provide measure of form. Cross sectional profile simplest method.

Intervisibility

Line of sight, viewshed

Spatial Arrangements

Placement, ordering, concentration, connected-ness, or dispersion of objects within confined geographic area

Point Patterns

Most common technique


Simplest measure= divide # of points by total area


Patterns- uniform -pattern in area same as pattern in another area


Regular-separated by same distance


Random- scattered


Clustered= tight

=Quadrant Analysis

Uniform point patterns defined by relationships among uniform quadrants.


Chi-squared test-

Xsquared =SUM((O-E)Squared/E)


O=observed


E=Expected


Chi value- low-pattern is uniform


Overlay Analysis

Graphic and Attribute analysis


Cartographic overlay


Types of Overlay Analysis

Point-in Polygon= results in point feature


Point carries polygon attributes in addition to own

Types cont'd

Line in Polygon results in line feature


Contains Line attributes + polygon attributes

Types

Polygon-result is polygon


Carries attributes of both layers

Types of Overlay

Exclusionary-And, Or, XOr


Mathematcally- Assign weight to variables, use buffers, arithmetic calculations


Selective= Rule Based= If, then else

Overlay in Vector

CAD type= limited analytical power, output visual land requires manual interpretation


Topological Vector= Great analytical power, output both visual & GIS dataset, Sliver polygon problems

Venn Diagrams

And= Intersection


Or= Union


XOR= complement or exclude


Resembles graphic overlay method in GIS

Raster Overlay

Use Map Algebra, add values in cells