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The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN [email protected]

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Page 1: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

The Map as a Model of Geographic Data

The Language of Spatial Thinking

Fundamentals of GIS

Michael N. DEMERS

Assoc.Prof.Dr. Necla [email protected]

Page 2: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Spatial thinking requires us to be able to

select observe measure catalogue

characterise what we encounter.

Page 3: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Data are collected

•in the field basic (absolute) data•remote sensing basic (absolute) data•existing maps derived data•catalogues derived data• ...

Page 4: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Scanning

Page 5: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

The Digitizing Tablet

Page 6: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

• Existing maps into the GIS

– Different level of generalisation

– Different level of scales

– Different projections

– Different symbolisation

Page 7: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Cartography is the art, science and technology of making maps

together with their study as scientific documents

and works of art. (1973, ICA)

Page 8: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Cartography is the organisation, presentation, communication and utilisation of geo-information in graphic, digital or tactile form.

(ICA, 1991)

A knowledge about cartographic methods will increase a portion of our spatial vocabulary that

we have called graphicacy.

Page 9: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Map• an abstraction of reality, it is not reality

itself.

• the fundamental language of geography.

• symbolise image of geographical reality– representing selected feature– representing feature relationships– representing characteristics

Page 10: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Maps can be used

• Navigation

• Exploration

• Discovery

• Interactive computer navigation

• Education

• Forecasting

• …

Page 11: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Primary Types of Maps• Topographic Map (General Reference)

• Thematic Map

Page 12: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

GIS works together

• geology

• surveying

• soil science

• other disciplines...

Page 13: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

GIS is used in these disciplines,in addition to

• Geological maps

• Topographic maps

• Cadastral Maps

• Soil Maps

Page 14: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

The thematic context of GIS includes

• Vegetation maps

• Transportation maps

• Animal distribution maps

• Utility maps

• Urban plans

• Zoning maps

• ...

Page 15: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

GIS is

• hardware

• software

• people (organisation)

• data

Page 16: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

GIS is about

• data integration

• spatial analysis

• link with application based models

Page 17: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

The traditional approach to mapping called the

communication paradigmThe map was a final product designed to communicate a spatial pattern through the use of symbols, class limit selection and so on.

The traditional method was limited because raw, pre-classified data are not readily available to the map user

Page 18: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Communication Paradigm

Real World CartographerConception

Map

Map UserConceptions

Page 19: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

The alternative approach to cartography which is computer technology called

the analytical or holistic paradigm

Maintains the raw attribute data inside a computer

storage device and display data based on user needs

and user classifications

Page 20: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

• Scale is the ratio of distance on the map to the same distance as appears on the earth

• Methods of illustrating map scale– verbal scale 1mm = 1000 mm– representation fraction 1:1000– graphic or bar scale

• 1:1000 1:5000 1:10 000 1:25 000

Map Scale

Page 21: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Generalisation

• Every map is, in principle, generalised.

• Why?– increasing density of the map contents due to

scale reduction– limit of sharpness of the eye, printing capabilities– minimum size of symbols on map

• the choice of degree of generalisation depends on aim and scale of the map.

Page 22: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

1:50 000

1:25 000

1 : 5 000

Page 23: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Map Characteristics

• Maps as images of the world, represent the locations of objects, as well as their qualities or magnitudes.

• Objects are represented as points, line, areas or surfaces in the computer memory as like in the reality.

Page 24: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Objects

Entities Attributes Geometric Data

house owner coordinates

Parcel

use coordinates

Parcel area (value)

Parcel owner (text)

photo

Page 25: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Levels of data measurements

• qualitative or nominal level

• ordered or ordinal level

• quantitative or interval level

Page 26: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

GRID SYSTEMS for MAPPING

•Geographical Coordinates based on latitude and longitude for the locating of objects or features on the spherical (elipsoidal) earth or its reference globe.

•Rectangular Coordinates or Plane Coordinates allows us to locate objects correctly on these flat maps.

Page 27: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

elevationelevation

Sea level

Page 28: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

GeographGeographiical Coordcal Coordiinatesnates

Parallel

Equator

Pri

me

mer

idia

n

Pri

me

mer

idia

n

mer

idia

n

Page 29: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Map Projection• The three-dimensional geographic relationships of

the Earth surface must be transformed to the two-dimensional plane of the map by any of several procedures called map projections.

• Division of map projections according to their properties– conform projections– equivalent (Equal-Area) projections– equidistant projection – others

Page 30: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Division of map projections according to their construction

• cylindrical projections

• conic projections

• azimuthal projectionsDivision of map projections according to their

aspect• Polar (regular)• Equatorial (transversal)• oblique

Page 31: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Projection surfaces

Perspective projection ! Pseudo Projections

a tangent conic (cylindirical or azimuthal) projection

with one standard parallel

Page 32: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

a secant conic projection with two standard parallels

Page 33: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Position of the (earth) rotation axis to surface normal

• polar or regular I

• equatorial or transverse ___

• oblique /

Page 34: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

• preserve the property of local shape

conformed projections

Lambert Conformal Conic

Page 35: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Mercator Projection

Perspective projection !

Page 36: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr
Page 37: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

preserves distances but only along one or a few lines equidistant projections

the azimuthal equidistant projections

Page 38: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

preserve the property of areaequal area or equivalent projections

Albers Equal Area

Page 39: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

miscellaneous projections(pseudo ! )

Goodes Homolosine

Sinusoidal Projection

Page 40: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Robinson Projection

Page 41: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Winkel Tripel Projeksiyonu

Page 42: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

MARS 2001

Winkel Tripel Projeksiyonu

Page 43: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

a: original

b: equal area projection

c: conform projection

Arabian Island & Greenland

Page 44: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

UTM (Universal Transverse Mercator) C.S.North

northern hemisphere

Central meridian for zone

500 000m E

Equator (0m N, 10 000 000m S)

southern hemisphereSouth .

? Prime meridian

1800W-1800E (60of longitude wide- 60 gores (zone)) 800S - 840N (80of latitude wide - 20 latitudinal belts)

Page 45: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr
Page 46: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

UNIVERSAL TRANSVERSE MERCATOR PROJECTION (UTM)

• cylindrical, equatorial, conform projection• the area is covered by 80° South - 84° North latitude• the earth is divided into 60 zones (each 6° longitude)• 180° West Longitude - 0° - 180° East Longitude• 20 latitudinal belts (each 8° latitude)• scale factor = 0.9996• origin shifted 500 000 m to east (false easting)• origin shifted 10 000 000 m to south for the southern

hemisphere

• the Hayford ellipsoid, the ED50 datum

Page 47: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

The Cartographic Process

• data collection (first step of GIS)

• data compilation (classification and

symbolism)

• map production

• map reproduction (output of GIS)

Page 48: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr
Page 49: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Map symbolism

• According to their dimensional characteristics – point symbol (location and identity)– line symbol (linear characteristics)– area symbol (provinces, countries, soil units)

Page 50: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Map symbolism

• According to their shape cartographic symbol grouped in three main categories– pictorial or descriptive symbols– geometric or abstract symbols– letter or number symbols– other symbols (pie graph, bar graph etc.)

Page 51: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

boyut

visual variables

shape orientationsize

texture color value

Symbols

Page 52: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Color for map design

hue

saturation

intensity/value

Page 53: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

Thematic Maps

• dot map is a proportional changing in data

• choropleth map (value-by-area mapping)

• statistical mapping – class interval selection

• equal class or constant interval methods• variable intervals - arithmetic, logarithmic, other

mathematical series, unsystematic … (contour line on a topographic map class interval selection for choropleth maps.)

Page 54: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr
Page 55: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

0 100 km0M EDITE RRA NE AN SE A

BLA CK S EA

M EDITE RRA NE AN SE A

BLA CK S EA

100 km0 1 dot = 20 Physicians

Page 56: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

EleElecctronitronic c Atlas ProjeAtlas Project ct ITUITU-1185-1185

Page 57: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

The Nature of Spatial Data

• model construction and geographic object selection (surveying, photogrammetry, remote sensing, recycling old maps, statistical

surveys)• select and construct cartographic representation (road

map, topographic map, ...)• medium output (paper map or on-screen map)

Page 58: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

realitydigital landscape model

digital cartographic modelmap

mental map (reality????)

Page 59: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr
Page 60: The Map as a Model of Geographic Data The Language of Spatial Thinking Fundamentals of GIS Michael N. DEMERS Assoc.Prof.Dr. Necla ULUGTEKIN ulugtek@itu.edu.tr

What we learnt

• new perspective (map, scale, communication, ...)• new concepts (cartography, generalisation,

projection, ...)

and• What we know? “new people”• ...