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Location Reference Systems

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Presentation on theme: "Location Reference Systems"— Presentation transcript:

1 Location Reference Systems
GTECH 201 Lecture 06

2 Flattening the Earth

3 Historical Projections
Marinus Ptolemy Mercator

4 Distortions Shape Area Distance Direction

5 Preserving Properties
If two properties are to be preserved then one is always direction These properties are incompatible:

6 Shape Property Conformal Non-conformal

7 Area Property

8 Distance Property

9 Direction Property

10 Direction Property Mercator with rhumb line or loxodrome
Azimuthal map with shortest distance

11 Tissot Indicatrices

12 Distortions Mercator Sinusoidal Equal-area cylindrical Robinson

13 Cylindrical Projections

14 Conic Projections

15 Planar Projections

16 Refining Map Projections
Transverse Mercator Lambert conformal conic Albers equal area conic Lambert azimuthal equal area

17 Equatorial (normal) Aspect

18 Transverse Aspect

19 Oblique Aspect

20 Aspects for Planar Projections
Polar Gnomic Stereographic Orthographic

21 Aspects for Planar Projections
Equatorial Aspect Gnomic Stereographic Orthographic

22 Aspects for Planar Projections
Oblique Aspect Gnomic Stereographic Orthographic

23 Aspects for Conic Projections
Normal aspect

24 Polyconic Projection Hassler, 1820s US Coastal Survey

25 Perspective Position of the light source

26 Perspectives

27 Other Perspective Projections
Lambert cylindrical equal area

28 Classifying Projections
Cylindrical and pseudo-cylindrical

29 Classifying Projections
Conic and pseudo-conic

30 Classifying Projections
Planar and modified planar

31 Classifying Projections

32 Classifying Projections
Cylindrical straight parallels; straight meridians Pseudo-cylindrical straight parallels, curved meridians Conic partial concentric circles for parallels; straight meridians Pseudo-conic partial concentric circles for parallels; curved meridians Planar Concentric circles for parallels; straight meridians Modified planar No common appearance of parallels and meridians

33 Projections Parameters
Angular parameters Central meridian Latitude of origin Standard parallel Latitude of center Central parallel Linear parameters False easting False northing Scale factor

34 Origin of X, Y Coordinates

35 Central Parallel

36 False Easting/northing

37 Scale Mercator UTM

38 Choosing a Map Projection
Conformal (shape-preserving) maps Topographic and cadastral Navigation Civil engineering Weather

39 Choosing a Map Projection
Area-preserving maps Population density Land use Quantitative attributes

40 Choosing a Map Projection
Scale-preserving maps no map preserves true distance for all measurements Airline distances Distance from epicenter of an earthquake Cost calculations

41 Rules of Thumb

42 Rules of Thumb

43 Rules of Thumb

44 Coordinate Systems Two ways to identify a position on a plane

45 Coordinate Systems .. and on a sphere

46 Geographic Coordinate Systems
Latitude and longitude defined on a sphere

47 Geographic Coordinate Systems
Latitude defined on a spheroid (longitude is as on a sphere)

48 Components of a GCS An angular unit of measure A prime meridian
A datum, which includes a spheroid

49 Planar Coordinate Systems

50 Cartesian Coordinates
Calculate distance A-B

51 Universal Transverse Mercator
UTM zones

52 UTM Zones .. as seen from the North Pole

53 UTM Projections Each zone uses a custom Transverse Mercator projection with its own central meridian

54 Universal Polar Stereographic
Fills the holes of UTM in polar regions

55 State Plane Coordinate System

56 SPC N-S zones use Transverse Mercator
E-W zones use Lambert Conformal Conic Maximal scale error is 1:10,000 NAD27 or NAD83 datum

57 Public Land Survey System
PLS are shown in purple

58 PLS It is used to locate areas, not points
It is not rigorous enough for spatial analysis like the calculation of distance or direction It is not a grid imposed on a map projection (a system invented in a room), but lines measured on the ground by surveyors

59 PLS Meridians and Baselines

60 PLS Area Unit Hierarchy

61 PLS Township Sections A township is divided into 36 sections, each a square mile (640 acres) A section is divided into 160-acre quarters, which can be further divided into halves, quarters, and so on


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