praktikum kartografi digital
DESCRIPTION
this describe how practician in carthography's techTRANSCRIPT
Bahan Kardig
Basic characteristics of maps
. maps are concerned with two elernents:- location
. positiore in ts'o-dimeroional spacc
- attributes. qualities or magnitudes
. maps have a purpose. rnore in notes on purpose
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Categories of maps+
@&
Examples:
. Street mapping
' Hydographic charts
. Orienteering
Categories of maps
. Thematic. @&
Exampl€s:
. Election results
. Weather maps
. Demographic (e.9. Cerisus2ool )
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Bahan Kardig
Elements of maps
. the basic elements of a map are:
- scale
- map projection'- spatial referencing systen'r
- features
- generalisation
- Annotation
- 'fitle, author, legend, date, orientation, scale, gridgraticule -'l-ALDOGS
Mup production
. printing
- one-off printing (e.g. by you, using Digimap)
- bulk printing (e.g. by the Ordnance Survey)
. Revision- Uses several techniques:
. Clobal Positioning System (GPS)
. Aerialphotography
. Detailed gromd survey
. Buy in other companies' survey information
Mup scales
. any map is a scale representation of the Earth'ssurface
. scale may be defined as:
- the ratio between distance measured on the map and thetrue distance on the ground
Map production - data collection & presentationi
measurement- spatial
. fieldsurvey (GPS, tape measure)
. aerialphotography
. satellite imagery
- attribute. questiamaire. field data collection (measurement)
graphics- Cartographicdesign
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Mrp scales
scale may be expressed in several ways:- as a Representative Fraction
. e.g. l:7,250; 1-:250,000; 1:63,360
. "One mit on the map represents 1,250 units on thegrcund"
- in words
' e.g. "one inch to one mile". "One inch on the map represents one mile on the ground"
- by scale lines
100m
Mup scales
. large scale or small scale?
relative terms: vary by subject
no absolute definition of large and small scale
scalelarge amount of detail
small number in scalefradion
small scalesrnall annunt of detail
large number in scalefradion
Mrp projeciions I )\i]'ii*,on:,;7. a rnap projection transforms spatial relationships',1. "
from a curwed surface onto a fiat plane using ' 4smathematical algorithms.
. projections can be divided into 3 groups:
,- \.'-+- r;' f \r -:^r\1 \ t ,r l1- ;i:- -li !.[.' /r\=-,t / 'ra".:_
Mup projections
GB Projection- O.S. use a cl.lindrical projection called Transverse N4ercator
- Origin is 49 clegrees north and 2 degrees west
[-{eight Datum- Hcight illormationexpressed as a measurement above a smooth
assuned reference knowl as a Datum- usualh, N4ean Sea Level at some poiut on coast
. CB use Ncwlyn, Cornwall (Ordnance Datunr)
. !'rance use N,[arseilles
. Switzerland use I-akeCenertr
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Referencing systerris
to locate any point, feature or area on the Earth's surface or amap it is necessary to have concepts and definitiom ofdirection and distance
tfuee main categories of referencing sl stem:
- Geographic(applies globally). e.g. lines of latitude and longitude
- Rectargular(applies locally). e.g- OrdnanceSurvey NationalCrid system
- nonco-ordinate(applim tocally). e.g. PostCodes, ZipCodes
Referencing systems
Ordnance Survey National Grid
- based on the Transverse Mercator Proiection
- origin o{f-set from 49o North, 2' West by 100kn-r North and400km West to ensure that the U.K. is covered by positiveco-ordinates
- this origin is as far south as the Scilly Isles and as far westas St Kilda
Referencing systems - National Grid,:lh!;;:,,:::::':,::::ia8]*fe*
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Relationship between TransverseMercalor graticule and O.S. NationalGrid System.
Red dot indicales true origin 49"Nand 2'W
Green dot indicates false origin ofGB Nalional Grid, otfset lrom trueoriqin by 100km north and 400kmwest
Referencing systems - National Grid
TheUKis covereda bya 500x &500 km square grid. This is aremnant of a previous referencingsystem.
A B C D E
F G H J K
L M N o P
a R S T U
V W x Y Z
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Bahan Kardig
Referencing systems - National Grid
The grid is divided into 100 x 100km @&squares each identified by two letters.
Note thal the lelter I is not used.
Referencing systems - National Grid.'::1
.,4?::*.
The 1okm grid square is dividedinlo 1 km squares
Each is numbered as beforefrom 0-9
Used in conjunction with the1 okm grid square reference wecan identify a 1km grid squaree g TL6432
37
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arE
35
34
3f,
30
Referencing systems - National Grid
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0
Each 1 00km grid square isdivided into100 x .1okm squares.
These are from 0-9 from the SWcorner left 10 right and frombottom to top.
Using this system we canidentify a 1Okm grid squaree.g. TL63
Referencing systems - NationalGrid
-1f,@The 1 km grid square is furtherdivided into 100 metre squares.
Enables a more accurate referenceto be provided. e.g. TL648321
The position of a poinl withinsquare TL64832'1 can be idenlifiedby adding extra diqits.
National Gqid - Land-Line Tiles
For the purpose of identifyinga grid square on a 1:1.25Oplan, the 1 km square isdivided into 4 sections, NW,NE, SW and SE.
On a l:1,250 plan ihe yellowsquareTL648321 wouldappearon sheet TL6432SE
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Symbolisation \'"-']\3:i4". process of creatir-rg graphic syn-rbols on a map to 6
represent features that exist in the real world. symbols fall into two categories
- Qualitative and Quantitative symbols
. withirr these two categories are threesub-categories
- point, line anti arca symbols
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Geometric primitives
. all map symbols can be referred to as
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- points
- lines
- areas
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Symbolisation &!.n. r.iils
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Symbols vary by:
'Size. Shape. Colour. Density. Texture. Orienlalion
OGlidie Distimlin OuanllEiive Dstitulim
I cn,on
A TrEn4ldbn pila
I wo o,-o
I a Lars
B O u*i,.n.sru!
L]NE
f-;-1 Ma.sh
ffi D.sed
ffi Ford
H Poiiticallni1r
I30ffi@I l2oI--l o
Generalisation
scale of a map determines the amount of detailthat may be shown
as the scale of tl're map is reduced theinformation that it shows becomes moregeneralised
Generalisation : :"::1,3
i',,,, .,,.,.,...1...i _an
Classifrcation of a point pattern. €bAfter clustering th€ points a single poinl isselected. which does not have to coincidewith an existing point, to'typify'thecluster.
Generalisation
In ll! IilHII HHH
Efr fl! H# EffiSimplification of buildings. Buildings are groupedand their outline simplified whilst relaining theirqeneral qeoqraphical characleristacs.
Bahan Kardig
Generalisation
This feature has been simplified from an area to a point feature.
Plan GerEralised Plan Pdntiill: r r'fJi l
li#',.i'..r !I,-,lJJrri ; LI-f{{fi ;
$YJIJJJII .lxxxxxil HJIJJJJ{ |
iIt{Sfiry1 lIJJSiiIJ"ta ii"1-"r;ri"r"i*"" I
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Text '\
k-. text that appears on the face of the map is calledannotation or cartographic text
. - distinctivc text: place-names
- rlescriptive text: e.g. Post Office
. size, position and style implyir-nportance, extent ancl nature of object
, . positioning conventions
Maps components and marginalia
. map marginalia- ir-rformation printed around the margins of a n'Lap
- assists with interpretation
. major components- North point, scale indication, Iegend,
- coorclinate system: gricl or graticule
- map name
- compilation and rcvision iuformation
- copyright statemerlt
Generalisation
The featuresmap B whilstdata will also
o cl*? "7 JS-' "19 ./\ 4r{ '\\ L. \\ aL \+J\?.\ 4 ?-\
oMB ) )6MB )* -;,4 t-4""-'- ./ .-*-t*
on map A have been simplified to producerelaining all its main features. File size of digitalbe reduced
Mup Readi4g
a map may be regardecl as a database fron'r whichgeographical information may be extracted
when reading a map there are 4 stages of approach:- recognitionstage
- measurementstage
- relationshipstage
- explanatory stage
Bahan Kardig
Cartographic Design
. Map Design Research
- Which n-rapping techniques are effective. Cognitive Map Design Research
- Why mapping tecluiques are effeciive
Mrp Communication Model
Consider what the real-u,orld <listlibutirxro( thc phenornenon miqht Iook like
Detet uiltre lhc pu rp11r.' q1 t|e u'rap and iLs ilrtendedA u rlltrIaC
Coilect rl;ta appropriate for the map'sL) Urposc
I).:sign aliii .ot$lruct the map
uetclnltf-Ie r\il1etl1er users luld t_he map il$e:lul an(l;,.,.,.",,.,r
Bahan Kardig
CartosraDhic Desisn .th.---'"tl^*r":r " ,qi.i:,.,,,,,,=,.1,',r.'i.Y
. Gestalt Principles for perceptual organizafion (1920;m'- "Describe the manner in which humans see the individual
components of a graphical image, and then organize thecon"rponents into a unifie<l whole"
The Design Process
Determine map reproduction'approaches
Select a scale and map projection
Deterrnine methods for data classification andsymbolization
Select map elements and decide theirimplementation
Establish a ranking of symbols and map elementsaccording to their relative importance-Intellectual hierarchyCreate sketch maps
Construct maps using software
Inteliectual Hierarchy
A ranking of syn-rbols and map elements according totheir relative importance- Then'ratic symbols and type labels
- Title, subtitle, anrl legend
- Base infornration
- Scale antl north arrou,
- Data sorr rce anti notes
- Frame ancl ncat lines
Sketch Maps
"Thumbnail sketch,a rough,generalized handdrawing thatrepresentsdeveioping idea"
Include all selectedmap elements andreflect intellectualhierarchy
4A
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Visual Hierprchy
. Graphical representation of the intellectual hierarchy
Which one is appropriate?
Contrast
. Visual differences between map. features
Figure-GroundFigure-Ground ,,. ,,"9
. "Methods of accentuatirrg certain chosen objects o..".ffi,by making the chosen objects appear ctroser to the map user"
. Screening: adjust the lightening of graphics to reduce visual
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Bahan Kardig
Balance
. "Organization of map elements and empty space that
results in visual harmonY and equilibrium"
Figure-Ground
lnappropriate
Figure-Ground
lnterposition Stylized Effects
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Bahan Kardig
Balance
Print Reproduction
. Printing the digital map- Black-white printing
- Color prilting
Software_-RGB
Map Reproduction
' "The printing of a map, or the electronicduplication of a map in digital form"- Print reproduction
- Nonprint reproduction
Nonprint Reproduction
Computer-based- l'ile formats
. Vector: EPS or PDF
. Raster: JPEG, PNC, TIFF, and BMP
Internet- and Web-based- l:lSl{l's ArclMS (Internet Map Server)
- FISRI's ArcCISSerwer
- lv1apServcr (@U-Mimresota, open-source)
- CeoServer (opcn-source)
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