Kartographie 10
Geo 113 UZH
Geo 113 UZH
Kartei Details
Karten | 7 |
---|---|
Sprache | English |
Kategorie | Geographie |
Stufe | Universität |
Erstellt / Aktualisiert | 17.12.2011 / 25.08.2017 |
Lizenzierung | Kein Urheberrechtsschutz (CC0) |
Weblink |
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introduction to locational refernce systems
-graticule: a graph (grid) imposed on earth to specify locations
-planar geometry (flat 2D surface): easy mathms, but great distortions, good for small areas
-sperical geometry (curved 2D surface): minimal distortion, but more difficult maths, good for larger areas
-measurements units: planar: metrics, imperial; angular: degrees
-geodesy: shape & size of the earth: size: circumference: 40 075km;
shape: prolate vs oblate speroid, geoid, datums, reference ellipsoid
earth's coordinate system, ch landesvermessung,universal mercator system (UTM)
earth's coordinate system
graticule: longitude/latitude
geometry: sperical
coverage: global
sexagesimal system: 1°= 60' (minutes) = 60'' (seconds)
reference lines: equator and prime meridian (greenwich)
latitude: parallel to äq., 90° N/S
longitude: 180°E/W
äq. + all meridians are great circles
lenght of latitude: 1°= 110km= 69 miles; x= cosinus of x * lenght of Equator
length of longitude: 1°= 111 km= 96 miles; x= cosinus of (x° lat.) * lenght of Equator
Schweizerische Landesvermessung / swiss grid
geometry: planar
coverage: switzerland
units: metrics
reference ellipsoid: Bessel 1841
position &orientation base: Alte Sternwarte Bern; origin E 600 000m, N: 200 000 m
in meters from origin: called easting, northings
control point network: LV 03, LV 95
notation always positive: 500 000 m east; 100 000 m north
permament recording
Universal Transverse Mercator (UMT)
geometry: planar, minimize distortion with stripes
coverage: narrow stripes arround globe from pole to pole, use for gps, army, easy
units: metrics
U-niversal: global, not for other planets
T-ransverse: the cylinder is rotated 90° alligning a cental meridian rather then the equator
M-ercator: flemish cartographer
developed in US army
coverage: 60 stripes (zones) arround entire globe oriented north /south; W>E from the international data line
6 DEG wide?
2 false origins (N/S) and a central meridian, locations measured in meters( eastings/northings) from origin, always positive, encreasi towards east/north
concept
map projection: process to flatten out the globe out the globe
approximations, transformations (alway include distortion)
examples of azimuthal perspective projection;
- orthographic (light source infinitely)
-stereographic (light source at opposite side of the sphere)
-gnomonic projections (centrally located light source; special properties : great circles and lines)
-> distortions increase from standard point or line
definition: series of mathematical coordinate transformations
earth geoid / reference ellipsoid
infinite number of map projections possible;there's no best projection, only best matched one
map projections characteristics:
class: plane, cone, cylinder
case: tangent, secant
aspect: equatorial, oblique, polar
distortion: angle,area, distance, direction
types: preserving metric, perspectiove projections, projection by surface, compromise projections
characteristics-class
three common map projection classes:
-plane: projection onto a flat piece of paper (azimuthal projection class)
tangent location is a pont (on hte sphere) or standard line (cut though sphere)
e.g. tangent at a pole, mid-latitude or eq.
example: Azimuthal-Equidistance
-cylinder: projection onto a paper cylinder (cylindric projection class)
tangent at one or more lins:standard lines, most common one: eq.
distortion increases away from tangent, distortion based on: area, angle, distance, direction
example: mercator
-cone: projection onto a paper cone (conic projection class)
tangent: sone or more standard lines
ideal for mapping continents
distortion increases away from tangent, can be varied to preserce angle, distance, area or direction
example: lambert equal area conic
distortion
inevitable consequence
scale factor= local scale/ principal scale
paper touches globe along a line-> tangent
paper cuts globe globe along a line -> secant
different surface projections create different distortions
you cannot preserve attributes (area, angle/ shapes, distances, directions) at the same time!
distortion is greater in smaller scales (larger areas)
3 distortion types:
-area: equivalence
-angles: conformality
-distance: equidistance