WHERE ARE YOU? Maps & Geospatial Concepts Fall 2012

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Transcription:

WHERE ARE YOU? Maps & Geospatial Concepts Fall 2012

Where are you? Relative location I m at school Absolute Location 45 26 18.07 122 43 50.78

Datums

Datums A reference surface of the Earth Used as the basis to make position measurements on the Earth A model of the shape of the Earth Many datums exist each represent a unique model of the Earth s surface Datums are used to describe a point on the Earth s surface using latitude and longitude

Shape of the Earth A sphere? No. Round An ellipsoid? Almost. Bulges at the center, flattened at the poles A Geoid? You got it. Earth s surface is at sea level and accounts for differences in the gravitational pull

Shape of the Earth

Datums Use a datum to reference locations and coordinates Not just one datum hundreds are used at varying scales (world, regional, local) Most common datums in the US NAD27 NAD83 WGS84

North American Datum 1927 (NAD27) North American datum based on the Clarke 1866 ellipsoid Uses a single survey point (in Kansas) as reference Not as accurate as newer datums (which use more precise ellipsoids) Still used on most USGS topographic quads (DRGs, DLGs)

North American Datum 1983 (NAD83) North American datum based on the Geodetic Reference System of 1980 (GRS80) ellipsoid Compatible with modern survey techniques Official datum of the Federal government and most states Current version is NAD83 HARN (High Accuracy Reference Network)

World Geodetic Survey 1984 (WGS84) Based on the WGS84 ellipsoid Compatible with modern survey techniques World reference system first developed by Department of Defense in the 1950 s Official datum of bombs (and Google Earth) Used by the GPS system

Bellingham, WA coordinates in decimal degrees Datum Longitude Latitude NAD 1927-122.46690368652 48.7440490722656 NAD 1983-122.46818353793 48.7438798543649 WGS 1984-122.46818353793 48.7438798534299

Geographic Coordinate Systems Latitude & Longitude

Geographic Coordinate Systems A global reference system for determining points on the Earth s surface Uses Latitude & Longitude Based on a 3D model of the Earth

Geographic Coordinate System

Geographic Coordinate System Latitude. Lines north & south of the equator used as the basis for a geographic coordinate system Equator. The line of latitude that separates the northern & southern hemispheres Longitude. Lines east & west of the prime meridian also used in a geographic coordinate system Prime Meridian. The line of longitude that separates the eastern & western hemisphere currently running through Greenwich, England International Date Line. Located at 180, it is where a new day begins!

Latitude & Longitude Units Units are based on their distance from the equator or prime meridian on a 3D Earth Degrees, Minutes, Seconds 45 46 33 1 degree = 60 minutes 1 min = approx 1.15 miles of latitude 1 min = 60 seconds Decimal Degrees Minutes & seconds are converted into a decimal http://transition.fcc.gov/mb/audio/bickel/dddmmssdecimal.html

Great Circle Shortest path between two points Great Circle Mapper http://www.gcmap.com/ http://www.chemical-ecology.net/java/lat-long.htm

Platte Caree Square Map

Projected Coordinate Systems

Map Projections Translating the Earth to a 2D (flat) surface Distortions are unavoidable!

Map Projections

Map Projections

Map Projections ( Conformal ) Shape Shape of features is preserved ( Equivalency ) Equal Area Mapped areas have the same proportional relationship to the areas on the Earth that they represent Distance Preserve distance from a point or line on the map Direction Direction between two points is the same on the map as it is in the real world

Cylindrical Projections

Conical Projections

Planar Projections

Projection Orientation Normal A cylinder projection is normally tangent (a line or a plane that touches a curve or a surface at a point) at the equator A cone is normally tangent along a parallel A plane is normally tangent at the pole Transverse The projection surface is turned 90 from normal Cylinder a meridian Plane equator Cone point at equator (uncommon) Oblique Projection surface lies somewhere between normal and transverse

Projection Orientation

Projection Tangency Standard Line The line of tangency between a projected surface and the surface of the globe Along this line, the map has no distortion Away from the line, distortions occur and the amount of distortion depends on the type of projection Secant When the projected surface intersects the globe, cutting the Earth along a line or lines. Intersects the Earth along two separate lines

Projection Tangency

Projection Tangency

Mercator Map Projection

Millers Cylindrical Projection

Peters Map Projection

Robinson Map Projection

Lambert Conformal Conic

Map Projections

Map Projection Comparison http://projections.mgis.psu.edu/ Map Projection humor http://xkcd.com/977/ The West Wing http://www.youtube.com/watch?v=n8zbc2dverm

Universal Transverse Mercator

UTM PCS based on the Transverse Mercator projection Cylindrical Oriented 90 from normal Creates narrow zones of minimal distortion

UTM Series of 60 UTM zones around the globe Each zone is 6 longitude wide 80 South to 80 North latitude Units in meters from projection points of origin

UTM

UTM

UTM Coordinates are in Northings and Eastings Northings are relative to the equator; Eastings are relative to false origin 500,000 meters west of the zone s central meridian

State Plane Coordinate Systems

State Plane Coordinate System (SPCS) System that divides the US into 120 zones Specific projection for each zone; chosen to minimize distortion based on the state s shape (good for surveying) Smaller states use a single state plane zone; larger states are divided into several zones NOT a single map projection; system that is based on different projections