How is GIS different from other information systems?
Contains spatial data
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Geodesy
Study of the shape and size of the earth and its gravity field
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Shape of the earth
Spheroid
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Geodetic Coordinate System
Allows positions on the earth's surface to be described in terms of latitude, longitude, and height
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Latitude (Parallels)
East to west - 0deg at the Equator to 90deg at the poles
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Longitude (Meridians)
North to south - 0deg at the Prime Meridian. Range from 0deg to 180deg
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Ellipsoid
Best fit mathematical shapes to "average" out the shape of the earth - Has a mathematical definition - Simple geometrical surface - Described by 2 parameters - Cannot be used by an instrument
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Geoid
The actual shape of the earth - Physical definition - Complicated surface - Described by infinite number of parameters - Can be sensed by instruments
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Heights refer to the
Mathematical model (ellipsoid)
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Elevations refer to
Mean sea level
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Ellipsoidal height
Height above the reference ellipsoid
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Orthometric height
The difference between ellipsoidal height and geoidal height at any location
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One degree of longitude
At the equator - 1deg = 112.09km At the poles - 1deg = 0km
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One degree of latitude
At the equator - 1deg = 110.57km At the poles - 1deg = 111.70km
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Datum
A mathematical model of the earth, which serves as the reference or base for calculating the geographic coordinates of a location
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Important components of the datum
- Specifications of an ellipsoid - Set of points that have been surveyed and an estimate of the coordinate of each point
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Earth centered
Geocentric; mass center = ellipsoid center
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Datum - WGS 1984
- Area - Global - Origin - Earth center of mass - Ellipsoid - WGS 84
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Datum - NAD 1983
- Area - North America, Caribbean - Origin - Earth center of mass - Ellipsoid - GRS 80
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Datum - NAD 1927
- Area - North America - Origin - Meades Ranch - Ellipsoid - Clarke 1866
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Datum - European 1950
- Area - Europe, Middle East, North Africa - Origin - Potsdam - Ellipsoid - International
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Datum shift
A change from one datum to another, such as from NAD27 to NAD83, which can result in substantial horizontal shifts of point positions
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Map projection
A systematic rendering of locations from the curved earth surface onto a flat map surface
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Conformal map projection
Preserve local shape, no map projection can preserve shapes of larger regions
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Equal-area map projection
Retain all areas at the same scale
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Equidistance map projection
Maintain certain distance or consistency of a scale along certain lines
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True-direction map projection
Express certain accurate directions
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Map projection groups
- Cylindrical - Conic - Plane
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Point of tangency
Point of contact between surface and projection
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Standard line in map projection
The line of true scale (line of contact)
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Conic projections
- One or two points of contact - Distortion increases away from standard parallel
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Cylindrical projections
- Mercator projection - Conformal and displays true direction along straight lines
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Planar projections
Projection of the globe onto a plane
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Planar - orthographic projection
The point of perspective is at infinite distance on the opposite direction from the point tangency
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Planar - gnomonic projection
The point of perspective or the light source is located at the center of the globe
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Planar - stereo graphic projection
The perspective point is located on the surface of globe directly opposite from the point of tangency of the plane
Locations that are E-W oriented are less distorted when using _______
Lambert Conformal Conic Projection
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Locations that are N-S oriented are less distorted when using ________
Universal Transverse Mercator (cylindrical)
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Universal Transverse Mercator
- X (easting) and Y (northing) coordinates - 60 zones (6deg wide, 8deg tall) - Zones extend from 80S to 84N
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First zone of UTM starts at the ______
International Date Line
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If one state is in two UTM zones, use ________
Scale based coordinate system
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Central Meridian
- Each zone has its own - Is not the same as Prime Meridian
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UTM zones
- All coordinates are positive - Equator assigned a northing value of zero for all north zones
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Why use UTM projection?
- UTM provides a constant distance relationship (true-distance) anywhere on the map - Coordinates are tied directly to distance - No negative numbers or E-W designators - Coordinates are decimal based - Coordinates are measured in metric units
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State Plane Coordinate System
- USA only - 50 states and 20 zones - Lambert Conformal and UTM used as basis - State and county boundaries establish zones
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Things to consider when choosing map projection
- Database's primary use - Area - Location - Extent of the area (N-S or E-W)
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Two step process to changing a projection of a map that is already stored in a real-world coordinate system
- Inverting projections - Forward transformation
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For any geo-referenced, digital map one must know the ____, ____, and ____ in order to build a GIS database
Datum; projection; units
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Small map scale
Can show large areas without much detail
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Large map scale
Can show a lot of detail but small areas
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Map resolution
Refers to how accurately the location and shape of map features can be depicted for a given map scale
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Factors influencing map accuracy
- Flattening the round earth onto a 2-D surface - Accurately measuring location on earth - Digitizing processor error - Machine precision
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The three ArcGIS Desktop applications
- ArcMap - ArcCatalog - ArcToolbox
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With ArcMap you can:
- Make maps from layers of spatial data - Choose colors and symbols - Query attributes - Analyze spatial relationships - Design map layouts
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ArcMap contains:
- A list (or table of contents) of the layers in the map - A display area for viewing the map - Menus and tools for working with the map
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Data frames
Containers for a dataset
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In table of contents, you can list by:
- Drawing Order - Source - Visibility - Selection
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ArcCatalog
- Helps you organize and manage all your GIS data - Browsing data on hard disk, network, or internet - Search spatial data, preview it, and add it to ArcMap - Managing metadata - Similar to Windows Explorer
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The changes you make in files in ArcCatalog window will be ____
Permanent
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ArcToolbox
- Hundreds of tools - You can create custom toolset - Projection change - Data overlay - File format conversion
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ArcGIS 3D Analyst
Three-dimensional visualization and analysis
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ArcGIS Spatial Analyst
Advanced spatial analysis using raster and vector data
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ArcGIS Network Analyst
Routing, closest facility
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ArcGIS Survey Analyst
Integrating and managing survey data in GIS
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Geographic objects have shapes and size and can be represented as ____, ____, and ____
Polygon, line, point
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Polygons
Large things that have boundaries, such as countries, county
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Lines
Too narrow to be polygon - rivers, roads, and pipelines
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Points
Too small to be polygons - cities, schools, and fire hydrants
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Layers may contain ____
Features or surfaces
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Raster
- Matrix of identical sizes square cells - Arranged into rows and columns
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Surfaces have ____ values rather than shapes
Numeric
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Vector
Points, lines, and polygons
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Features
- Have locations - Can be displayed at different sizes - Linked to information (attribute tables)
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GIS buffers determine what is
- Inside, outside or within a certain distance - Buffers in 1/2-mile increments around a park
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Stream buffers
- Riparian land use within certain distance of streams - Useful in watershed modeling
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Digital Elevation Model (DEM)
- Delineate streams and watersheds - Create contour lines
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New features can be created from ____
Area of overlap
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Data requires ____
Management
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Spatial data sources may be categorized as either ____ or ____
Hard copy, digital
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Hard copy
Drawn, written or printed documents, including hand-drawn maps, measured survey data (all data before 1960)
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Digital forms
Spatial data provided in a computer compatible format
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Feature map
Simplest and map points, lines and areas
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Choropleth map
Quantitative information for areas
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Dot density map
Quantitative maps
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Contour map
Lines of equal value, also called isopleth maps
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Truth map generalization
True rendering of maps
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Fused map generalization
Polygons fused together (bunch of small blobs become one big blob)
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Simplified map generalization
Polygon detail simplified (rounded approximations instead of sharp angled polygons)
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Displaced map generalization
Displaced polygons (increase/decrease distance)
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Omitted map generalization
Certain polygons omitted
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Exaggerated map generalization
Exaggerated symbols due to standard symbol
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Digitizing
Process by which coordinates from a map, image or other sources are converted into a digital format in a GIS
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Digitizing points
Represented by digitizing a single location
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Digitizing lines
Represented by digitizing an ordered set of points
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Digitizing polygons
Represented by set of connected lines
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Lines have:
- Starting point (starting node) - Set of vertices defining the line shape - Ending node
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Digitizing errors
- Not perfectly accurate, human error (lack of verification routines, blunders - Must be removed or avoided during digitizing
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Location errors
- Geometric inaccuracies if spatial features - Can be checked by referring to the original data source - Correct it using reshaping or adding new lines
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Topological errors
- Errors caused due to violation of the topological relationship - Digitized features do not follow this relationship will have topological errors