the perfect land development plan for Project Site X, Y & Z, we will explore various methods of land assembly and public-private partnerships to secure the remaining 20 hectares of land for the project
Coordinate systems define locations on Earth and enable datasets to integrate spatially. There are two main types: geographic coordinate systems use latitude and longitude, while projected coordinate systems define planar coordinates like x and y distances to allow for measurement. When data in different coordinate systems is viewed together in GIS, on-the-fly projection converts between systems to align the data spatially. Geographic transformations define the mathematical operations for converting coordinate values between geographic coordinate systems.
Map projections allow the representation of locations on the spherical Earth on a flat surface by transforming geospatial coordinates using mathematical formulas. There are different types of map projections that preserve various geometric properties to differing degrees, such as distance, shape, or direction. It is important to choose a projection and coordinate system that suit the intended mapping purpose. Coordinate systems use datums to define relationships between coordinates and locations on the Earth's irregular surface.
This document provides an overview of key concepts in GIS including shapefiles, grids, rasters, vectors, DEM, TIN, coordinate systems, and common file formats. It discusses the differences between raster and vector data, and explains that shapefiles are commonly used to store vector data while grids are used for raster data. DEM and TIN are introduced as methods for representing elevation data. The document also covers projected and unprojected coordinate systems and provides examples of coordinate systems. Common file formats for both raster and vector data are listed.
Visualisation for BusinessANL 201The Art of Data Visua.docxjessiehampson
Visualisation for Business
ANL 201
The Art of Data Visualisation
Study Unit 3
January 2020
Visual Cues
3
Visual Cues
The eight components of visual cues
1. Position (e.g., scatterplot)
2. Length (e.g., bar chart)
3. Angle (e.g., pie chart)
4. Direction (e.g., line graph)
5. Shape (e.g., scatterplot)
6. Area (e.g., square area graph)
7. Volume
8. Colour
4
Visual Cues
Mun Teng
Sticky Note
normally attributed to the scatter plot, useful for spotting outliers, good for relatively comparison between points, not so good for telling you the exact data points and when many data points are close to one another
Mun Teng
Sticky Note
always start from 0 scale
Mun Teng
Sticky Note
the larger the circle of a chart, the bigger the size
5
Visual Cues
6
Visual Cues
Colour — the Red-Green-Blue (RGB) colour system
‣ The basic idea of the RGB colour system is that any coloured light can be
matched by a weighted sum of any three distinct primary colours
C ≡ rR + gG + bB,
where
C is the colour to be matched
R, G, and B are primary sources to be used to create a match
r, g, and b are the amounts of each primary source
≡ denotes a perceptual match
Mun Teng
Sticky Note
colors are good at segmenting categories
Mun Teng
Sticky Note
only supplementary on math, need to know this only thoroughly for this module
7
Visual Cues
Colour — the CIE colour system
‣ The CIE colour system uses a set of abstract primaries called tristimulus values
that are labelled XYZ. These values are chosen for their mathematical
properties, and not because they match any set of actual lights
‣ The CIE colour system is by far the most widely adopted colour system to
measure coloured lights. We should always use the CIE colour system when
precise colour specification is required
8
Visual Cues
Colour — the HSV colour system
‣ The HSV colour system uses colour hue, colour saturation, and black-white
brightness (i.e., value) to specify the surface colours
‣ In the HSV colour system, hue refers to which part of the rainbow colour map a
colour belongs to, such as red or green. Saturation refers to how rich a colour
hue is, for example, neon colours are very saturated, while pastel colours are
less saturated. Value denotes how bright a colour is, or in other words, how close
a colour is to pure white or pure black
Coordinate Systems
10
Coordinate Systems
The cartesian coordinate system
‣ The cartesian coordinate system specifies each data point on a plane by a pair
of numerical coordinates. The numerical coordinates are the signed distances
from the data point to the two fixed perpendicular reference lines, called the x-
axis and y-axis
‣ Both axes meet at a point, called the origin, which is usually represented by the
ordered pair (0, 0)
‣ The numerical coordinates can also be expressed as a signed distance from the
origin
Mun Teng
Sticky Note
distance can be plus or minus that's why it is signed distance
C ...
coordinate systems map projections and graphical and atoms ppt group (B).pptxBakhtAli10
This document discusses coordinate systems, geodetic datums, and map projections. It defines coordinate systems as reference frameworks that represent locations using geographic or projected coordinates. Geographic coordinate systems (GCS) use latitude and longitude on a spherical surface, while projected coordinate systems (PCS) map the curved Earth onto a flat plane. Geodetic datums provide coordinate systems for mapping and navigation by modeling the Earth's shape and size. The document also explains common map projections that transform the globe onto flat surfaces, including conic, cylindrical, and planar projections.
The document discusses different types of map projections used to represent the spherical Earth on a flat surface. It begins by explaining that map projections transform 3D global coordinates to 2D planar coordinates, which necessarily distorts properties like distances, angles, or areas. It then covers key projection categories (cylindrical, conic, azimuthal), their characteristic properties and examples. Specific projections discussed include Mercator, UTM, and polar stereographic. The document emphasizes that the appropriate projection depends on the map's intended use and which distortions are least important. It encourages map users to understand basic projection concepts.
This document provides information on map projections. It defines map projection as a systematic transformation of locations on Earth onto a plane. It discusses the three main types of projections: planar, cylindrical, and conic. Planar projections center on a point and are accurate near the center, cylindrical projections are rolled onto a cylinder and accurate along the equator, and conic projections use a cone and are suited to limited east-west areas near the equator. It also discusses properties like shape, area, direction, and distance distortions that occur in projections and notes no projection is perfect. Common projections like Mercator, UTM, and Robinson are described.
Coordinate systems define locations on Earth and enable datasets to integrate spatially. There are two main types: geographic coordinate systems use latitude and longitude, while projected coordinate systems define planar coordinates like x and y distances to allow for measurement. When data in different coordinate systems is viewed together in GIS, on-the-fly projection converts between systems to align the data spatially. Geographic transformations define the mathematical operations for converting coordinate values between geographic coordinate systems.
Map projections allow the representation of locations on the spherical Earth on a flat surface by transforming geospatial coordinates using mathematical formulas. There are different types of map projections that preserve various geometric properties to differing degrees, such as distance, shape, or direction. It is important to choose a projection and coordinate system that suit the intended mapping purpose. Coordinate systems use datums to define relationships between coordinates and locations on the Earth's irregular surface.
This document provides an overview of key concepts in GIS including shapefiles, grids, rasters, vectors, DEM, TIN, coordinate systems, and common file formats. It discusses the differences between raster and vector data, and explains that shapefiles are commonly used to store vector data while grids are used for raster data. DEM and TIN are introduced as methods for representing elevation data. The document also covers projected and unprojected coordinate systems and provides examples of coordinate systems. Common file formats for both raster and vector data are listed.
Visualisation for BusinessANL 201The Art of Data Visua.docxjessiehampson
Visualisation for Business
ANL 201
The Art of Data Visualisation
Study Unit 3
January 2020
Visual Cues
3
Visual Cues
The eight components of visual cues
1. Position (e.g., scatterplot)
2. Length (e.g., bar chart)
3. Angle (e.g., pie chart)
4. Direction (e.g., line graph)
5. Shape (e.g., scatterplot)
6. Area (e.g., square area graph)
7. Volume
8. Colour
4
Visual Cues
Mun Teng
Sticky Note
normally attributed to the scatter plot, useful for spotting outliers, good for relatively comparison between points, not so good for telling you the exact data points and when many data points are close to one another
Mun Teng
Sticky Note
always start from 0 scale
Mun Teng
Sticky Note
the larger the circle of a chart, the bigger the size
5
Visual Cues
6
Visual Cues
Colour — the Red-Green-Blue (RGB) colour system
‣ The basic idea of the RGB colour system is that any coloured light can be
matched by a weighted sum of any three distinct primary colours
C ≡ rR + gG + bB,
where
C is the colour to be matched
R, G, and B are primary sources to be used to create a match
r, g, and b are the amounts of each primary source
≡ denotes a perceptual match
Mun Teng
Sticky Note
colors are good at segmenting categories
Mun Teng
Sticky Note
only supplementary on math, need to know this only thoroughly for this module
7
Visual Cues
Colour — the CIE colour system
‣ The CIE colour system uses a set of abstract primaries called tristimulus values
that are labelled XYZ. These values are chosen for their mathematical
properties, and not because they match any set of actual lights
‣ The CIE colour system is by far the most widely adopted colour system to
measure coloured lights. We should always use the CIE colour system when
precise colour specification is required
8
Visual Cues
Colour — the HSV colour system
‣ The HSV colour system uses colour hue, colour saturation, and black-white
brightness (i.e., value) to specify the surface colours
‣ In the HSV colour system, hue refers to which part of the rainbow colour map a
colour belongs to, such as red or green. Saturation refers to how rich a colour
hue is, for example, neon colours are very saturated, while pastel colours are
less saturated. Value denotes how bright a colour is, or in other words, how close
a colour is to pure white or pure black
Coordinate Systems
10
Coordinate Systems
The cartesian coordinate system
‣ The cartesian coordinate system specifies each data point on a plane by a pair
of numerical coordinates. The numerical coordinates are the signed distances
from the data point to the two fixed perpendicular reference lines, called the x-
axis and y-axis
‣ Both axes meet at a point, called the origin, which is usually represented by the
ordered pair (0, 0)
‣ The numerical coordinates can also be expressed as a signed distance from the
origin
Mun Teng
Sticky Note
distance can be plus or minus that's why it is signed distance
C ...
coordinate systems map projections and graphical and atoms ppt group (B).pptxBakhtAli10
This document discusses coordinate systems, geodetic datums, and map projections. It defines coordinate systems as reference frameworks that represent locations using geographic or projected coordinates. Geographic coordinate systems (GCS) use latitude and longitude on a spherical surface, while projected coordinate systems (PCS) map the curved Earth onto a flat plane. Geodetic datums provide coordinate systems for mapping and navigation by modeling the Earth's shape and size. The document also explains common map projections that transform the globe onto flat surfaces, including conic, cylindrical, and planar projections.
The document discusses different types of map projections used to represent the spherical Earth on a flat surface. It begins by explaining that map projections transform 3D global coordinates to 2D planar coordinates, which necessarily distorts properties like distances, angles, or areas. It then covers key projection categories (cylindrical, conic, azimuthal), their characteristic properties and examples. Specific projections discussed include Mercator, UTM, and polar stereographic. The document emphasizes that the appropriate projection depends on the map's intended use and which distortions are least important. It encourages map users to understand basic projection concepts.
This document provides information on map projections. It defines map projection as a systematic transformation of locations on Earth onto a plane. It discusses the three main types of projections: planar, cylindrical, and conic. Planar projections center on a point and are accurate near the center, cylindrical projections are rolled onto a cylinder and accurate along the equator, and conic projections use a cone and are suited to limited east-west areas near the equator. It also discusses properties like shape, area, direction, and distance distortions that occur in projections and notes no projection is perfect. Common projections like Mercator, UTM, and Robinson are described.
Surface Representations using GIS AND Topographical MappingNAXA-Developers
This document provides an overview of topographical mapping using GIS. It discusses different surface representations in ArcGIS including TIN, raster, and terrain surfaces. It compares these surfaces and describes how to analyze slopes, aspects, hillshades, and curvatures. The document outlines how to create topographical maps through contouring and defines characteristics of contours. It concludes with an assignment on preparing a topo map.
Introduction to MAPS,Coordinate System and Projection SystemNAXA-Developers
This document discusses key concepts in GIS including maps, coordinate systems, map projections, and their application in Nepal. It defines analog and digital maps, and explains that the earth is an ellipsoid rather than a perfect sphere. It introduces geographic and rectangular coordinate systems, and defines map projections as methods to represent the curved earth on a flat surface. The document outlines the Everest ellipsoid and UTM/MUTM projection systems used in Nepal.
This document discusses key concepts related to digital maps and cartography. It defines important spatial data components like entities, attributes, and relationships. It also outlines advantages of digital maps over paper maps and describes key cartographic considerations like map scale, data classification, and generalization. Finally, it discusses different types of map projections and coordinate systems used to represent the spherical Earth on a flat surface.
The document discusses different types of maps and map projections. It describes how maps represent the earth's curved surface on a flat surface, necessitating distortions and tradeoffs between shape and size accuracy. It covers scale, essential map elements, globes, families of map projections including Mercator and planar, isolines, and remote sensing techniques like aerial photography, satellites, and multispectral analysis.
Cartography is the science of map making related to geography, mathematics, geodesy, and human habitat, economy and society. Its a discipline developed during the early period of human civilization. With the development of science and technology, it has changed its paradigm twice. Its been digital, more integrated and very useful global media for communication.
Introduction to various GIS software, google earth. Intro types, types of maps, map projections and hands on to Q GIS software. Introduction to latitude longitude system, shape file generation, geo referencing and digitization.
A coordinate system is a reference framework that defines locations on Earth through measurement units and a projection method. It enables different geographic datasets to integrate locations. There are two main types: geographic coordinate systems that use spherical coordinates measured from the Earth's center, and projected coordinate systems that project the Earth's coordinates onto a 2D plane. Examples include latitude-longitude systems and UTM projections. Coordinate systems allow spatial data from various sources to be analyzed together within a common geographic context.
coordinate systems map Projections and Atoms ppt - - Copy.pptxBakhtAli10
This document discusses coordinate systems, geodetic datums, and map projections. It defines coordinate systems as reference systems that locate geographic features within a common framework. The two main types are geographic coordinate systems (GCS) that use latitude and longitude, and projected coordinate systems (PCS) that convert GCS to planar coordinates for mapping. Geodetic datums define the position and orientation of reference spheroids used in GCS. Common datums include NAD27 and NAD83. Map projections convert the spherical Earth to flat maps, necessarily introducing distortions of shapes, distances, areas, or directions depending on the specific projection used.
The document discusses key concepts in map basics, including what maps are as abstractions of spatial phenomena, different map types (thematic, reference), scale and how it relates to map size and detail, and map projections which allow spherical representations of the earth to be depicted on flat surfaces. It covers common map projections including conformal, which preserves angles; equidistant, which preserves distances; and equal area, which preserves areas. Grid systems are also mentioned as necessary to determine locations on maps.
This presentation discusses geographic projections and coordinate systems. It aims to explain basic concepts including terminology, the shape of the Earth, how map projections transform spherical coordinates to flat maps, and how coordinate systems locate features on maps. It covers topics such as datums, ellipsoids, map projections like planar, conic and cylindrical, and grid systems including State Plane and UTM. The goal is for GIS users to understand projections and coordinate systems.
This document discusses map projections and their characteristics. It defines map projections as systematic transformations of a spherical surface to a flat surface for mapping purposes. Several types of map projections are described, each with specific properties and distortions. An ideal map projection is defined as one that accurately represents distances, angles, great circles and coordinates without any distortions, but in practice no single projection can achieve this. Key factors like scale, scale factor and representing scale on maps are also covered.
This document provides an overview of geographic information systems (GIS). It defines GIS as a collection of software that allows users to create, visualize, analyze and query geospatial data, which refers to information about the geographic location of entities. The document outlines the history and evolution of GIS from the late 1950s to present. It describes the three main types of geospatial data - raster data consisting of grids of cells, vector data using points, lines and polygons, and digital elevation models. The document also gives examples of GIS applications like map production and spatial analysis functions.
This document discusses key geographical skills and investigations, including topographical map reading skills, geographical data techniques, and geographical investigations. It covers topics such as reading topographical maps, interpreting scales, measuring distances, describing relief features, identifying landforms, calculating gradients, interpreting map symbols, describing patterns of vegetation and land use, and explaining relationships between relief and land use. It also discusses using photographs, satellite images, and different types of graphs to depict and analyze geographical data.
This document provides an introduction to Geographic Information Systems (GIS). It defines GIS as a system designed to store, manipulate, analyze and display spatially referenced data. The key components of a GIS are hardware, software and data. Common GIS software includes desktop programs like ArcGIS and open-source options like QGIS. GIS can incorporate different types of spatial data like raster, vector and remote sensing data along with associated attribute tables. Example applications discussed are in hydrology, including watershed analysis and flood modeling.
This document discusses key geographical skills including topographical map reading, geographical data techniques, and conducting geographical investigations. It covers topics such as reading grid references, measuring distances on maps, interpreting map symbols and scales, describing landforms and relief, settlement patterns, and using compasses to find bearings. It also discusses creating and interpreting various types of graphs to display geographical data, such as line graphs, bar graphs, pie charts, scatterplots, climographs, and histograms. Finally, it discusses the phases of conducting geographical fieldwork and how to develop hypotheses or guiding questions.
This document provides definitions for GIS terminology from A to Z. It includes definitions for common GIS terms like features, attributes, projections, datums, software, and more. The goal is to give the reader a comprehensive GIS dictionary to improve their knowledge of key concepts and terminology in the field.
The document discusses key concepts related to maps including:
1. Maps provide spatial representations that show distance, direction, size and shape to depict what is located where. However, maps inherently distort representations of the curved Earth onto a flat surface.
2. Map scale expresses the relationship between distances on a map and the actual distances on the ground through graphic, fractional or verbal scales. Large and small scale maps portray different sized areas at different levels of detail.
3. Key components of maps include titles, dates, legends, scales, directions, locations, data sources and projection types. Globes can more accurately depict spatial relationships but maps are more practical.
Surface Representations using GIS AND Topographical MappingNAXA-Developers
This document provides an overview of topographical mapping using GIS. It discusses different surface representations in ArcGIS including TIN, raster, and terrain surfaces. It compares these surfaces and describes how to analyze slopes, aspects, hillshades, and curvatures. The document outlines how to create topographical maps through contouring and defines characteristics of contours. It concludes with an assignment on preparing a topo map.
Introduction to MAPS,Coordinate System and Projection SystemNAXA-Developers
This document discusses key concepts in GIS including maps, coordinate systems, map projections, and their application in Nepal. It defines analog and digital maps, and explains that the earth is an ellipsoid rather than a perfect sphere. It introduces geographic and rectangular coordinate systems, and defines map projections as methods to represent the curved earth on a flat surface. The document outlines the Everest ellipsoid and UTM/MUTM projection systems used in Nepal.
This document discusses key concepts related to digital maps and cartography. It defines important spatial data components like entities, attributes, and relationships. It also outlines advantages of digital maps over paper maps and describes key cartographic considerations like map scale, data classification, and generalization. Finally, it discusses different types of map projections and coordinate systems used to represent the spherical Earth on a flat surface.
The document discusses different types of maps and map projections. It describes how maps represent the earth's curved surface on a flat surface, necessitating distortions and tradeoffs between shape and size accuracy. It covers scale, essential map elements, globes, families of map projections including Mercator and planar, isolines, and remote sensing techniques like aerial photography, satellites, and multispectral analysis.
Cartography is the science of map making related to geography, mathematics, geodesy, and human habitat, economy and society. Its a discipline developed during the early period of human civilization. With the development of science and technology, it has changed its paradigm twice. Its been digital, more integrated and very useful global media for communication.
Introduction to various GIS software, google earth. Intro types, types of maps, map projections and hands on to Q GIS software. Introduction to latitude longitude system, shape file generation, geo referencing and digitization.
A coordinate system is a reference framework that defines locations on Earth through measurement units and a projection method. It enables different geographic datasets to integrate locations. There are two main types: geographic coordinate systems that use spherical coordinates measured from the Earth's center, and projected coordinate systems that project the Earth's coordinates onto a 2D plane. Examples include latitude-longitude systems and UTM projections. Coordinate systems allow spatial data from various sources to be analyzed together within a common geographic context.
coordinate systems map Projections and Atoms ppt - - Copy.pptxBakhtAli10
This document discusses coordinate systems, geodetic datums, and map projections. It defines coordinate systems as reference systems that locate geographic features within a common framework. The two main types are geographic coordinate systems (GCS) that use latitude and longitude, and projected coordinate systems (PCS) that convert GCS to planar coordinates for mapping. Geodetic datums define the position and orientation of reference spheroids used in GCS. Common datums include NAD27 and NAD83. Map projections convert the spherical Earth to flat maps, necessarily introducing distortions of shapes, distances, areas, or directions depending on the specific projection used.
The document discusses key concepts in map basics, including what maps are as abstractions of spatial phenomena, different map types (thematic, reference), scale and how it relates to map size and detail, and map projections which allow spherical representations of the earth to be depicted on flat surfaces. It covers common map projections including conformal, which preserves angles; equidistant, which preserves distances; and equal area, which preserves areas. Grid systems are also mentioned as necessary to determine locations on maps.
This presentation discusses geographic projections and coordinate systems. It aims to explain basic concepts including terminology, the shape of the Earth, how map projections transform spherical coordinates to flat maps, and how coordinate systems locate features on maps. It covers topics such as datums, ellipsoids, map projections like planar, conic and cylindrical, and grid systems including State Plane and UTM. The goal is for GIS users to understand projections and coordinate systems.
This document discusses map projections and their characteristics. It defines map projections as systematic transformations of a spherical surface to a flat surface for mapping purposes. Several types of map projections are described, each with specific properties and distortions. An ideal map projection is defined as one that accurately represents distances, angles, great circles and coordinates without any distortions, but in practice no single projection can achieve this. Key factors like scale, scale factor and representing scale on maps are also covered.
This document provides an overview of geographic information systems (GIS). It defines GIS as a collection of software that allows users to create, visualize, analyze and query geospatial data, which refers to information about the geographic location of entities. The document outlines the history and evolution of GIS from the late 1950s to present. It describes the three main types of geospatial data - raster data consisting of grids of cells, vector data using points, lines and polygons, and digital elevation models. The document also gives examples of GIS applications like map production and spatial analysis functions.
This document discusses key geographical skills and investigations, including topographical map reading skills, geographical data techniques, and geographical investigations. It covers topics such as reading topographical maps, interpreting scales, measuring distances, describing relief features, identifying landforms, calculating gradients, interpreting map symbols, describing patterns of vegetation and land use, and explaining relationships between relief and land use. It also discusses using photographs, satellite images, and different types of graphs to depict and analyze geographical data.
This document provides an introduction to Geographic Information Systems (GIS). It defines GIS as a system designed to store, manipulate, analyze and display spatially referenced data. The key components of a GIS are hardware, software and data. Common GIS software includes desktop programs like ArcGIS and open-source options like QGIS. GIS can incorporate different types of spatial data like raster, vector and remote sensing data along with associated attribute tables. Example applications discussed are in hydrology, including watershed analysis and flood modeling.
This document discusses key geographical skills including topographical map reading, geographical data techniques, and conducting geographical investigations. It covers topics such as reading grid references, measuring distances on maps, interpreting map symbols and scales, describing landforms and relief, settlement patterns, and using compasses to find bearings. It also discusses creating and interpreting various types of graphs to display geographical data, such as line graphs, bar graphs, pie charts, scatterplots, climographs, and histograms. Finally, it discusses the phases of conducting geographical fieldwork and how to develop hypotheses or guiding questions.
This document provides definitions for GIS terminology from A to Z. It includes definitions for common GIS terms like features, attributes, projections, datums, software, and more. The goal is to give the reader a comprehensive GIS dictionary to improve their knowledge of key concepts and terminology in the field.
The document discusses key concepts related to maps including:
1. Maps provide spatial representations that show distance, direction, size and shape to depict what is located where. However, maps inherently distort representations of the curved Earth onto a flat surface.
2. Map scale expresses the relationship between distances on a map and the actual distances on the ground through graphic, fractional or verbal scales. Large and small scale maps portray different sized areas at different levels of detail.
3. Key components of maps include titles, dates, legends, scales, directions, locations, data sources and projection types. Globes can more accurately depict spatial relationships but maps are more practical.
Similar to GIS Lecture 3- Map Projetion and Coordinate System.ppt (20)
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Tanjore Painting: Rich Heritage and Intricate Craftsmanship | Cottage9Cottage9 Enterprises
Explore the exquisite art of Tanjore Painting, known for its vibrant colors, gold foil work, and traditional themes. Discover its cultural significance today!
2. 2
Presentation Outline
● Map Projection
Choosing a Map Projection
Types of Map Projection
Classification of Map Projections
● Coordinate Systems
Geographic Coordinate System
Cartesian Coordinate System
Universal Transverse Mercator
3. 3
Map Projection
What is Map Projection
Map projection: Portrays a three-dimensional object,
such as the Earth’s globe, in a two-dimensional format
(3D TO 2D)
Projections cause distortion.
shapes, area, distances and directions distortion
4. 4
Why do we need a projection?
A. Map and its use
– We must choose an appropriate projection for the map to
communicate effectively
– Part of good cartographic design (w/o projection it is
incomplete!!)
B. Sharing/receiving geographic data
– we must know the map projection in which the data are stored.
– Overlay map of same area is possible with similar projections
C. For manipulation /operation/
– Data often comes in geographic, or spherical coordinates (latitude and
longitude) and can’t be used for area calculations.
– In most GIS software applications quantities measurement is possible in
projected coordinate (area, length, volume etc…)
5. 5
Map projections Distortions
The projection process will distort
one or more of the four spatial
properties listed below.
Distortion of these spatial
properties is inherent in any map.
– Shape
– Area
– Distance
– Direction/Azimute/
(SADD)
6. 6
Choosing a Map Projection
Considerations:
NB. Choosing a map projection involves more than planning; it involves
decisions and an understanding of how best to represent the spheroid
Desired properties to exhibit(display)
Purpose of the application( small vs large mapping)
Determine features to be preserved
(area, Distance, shape, direction)
Features that can be compromised
(Area, Length, Shape, Direction)
NB. Preserving accurate representations of all four elements simultaneously is impossible.
7. 7
Types of Map Projection
Three distinct types
of projections:
Conic
Cylindrical
Planar
8. 8
Four primary projection classifications
Equidistant
Equal-Area
Azimuthal
Conformal
Classification of Map Projections
9. 9
1. Conformal Projections (shape)
Preserve local shape and area useful for navigational charts and weather
maps.
Shape is preserved for small areas, but the shape of a large area, such as a
continent, will be significantly distorted.
The drawback is that the area enclosed by a series of arcs may be greatly
distorted in the process.
2. Equal area projections (preserve area)
Many thematic maps use an equal area projection.
To do this, the other properties of shape, angle, and scale are distorted.
Especially maps of smaller regions, shapes are not obviously distorted
Classification of Map Projections cont..
10. 1
0
3. Equidistance projections
Preserve the distances between certain points
A projection is considered equidistant when scale is true along at least one line
(a focal line) or from one or two points (focal points) to all other points on the
projected surface
4. Azimuthal Projections
In an azimuthal projection, all points in relation to a central point (such as a
pole) are not deformed during the projection process from globe to plane.
The central point occurs at the intersection of the tangential plane to the
ellipsoid of revolution
Classification of Map Projections cont..
11. 1
1
Coordinate System
Definition
A coordinate system is the reference system upon which
coordinates are defined
A coordinate is a number set that denotes a specific
location within a reference system
x-y set ([x, y]) in a two-dimensional system
x-y-z set ([x, y, z]) in a three-dimensional system
Planar systems have x and y-axes, while three-
dimensional systems have an additional z-axis for
height
12. 1
2
Coordinate System…
Types
Some of the coordinate systems include:
Earth-based Geographic Coordinate System
Vector-based Cartesian Coordinate Systems
Zone-based Universal Transverse Mercator
.U.S.-based State Plane Coordinate System
13. 1
3
Types cont…
A. Geographic Coordinate System
Geographic Coordinate System: is a three
dimensional positional reference that utilizes
latitude, longitude, and ellipsoidal height
14. 1
4
Types cont…
B. Cartesian Coordinate System
Cartesian System: is a reference structure in
which point positions are measured along
intersecting planes in two and three dimensions
2Dimension 3Dimension
15. 1
5
Types cont… Universal
C. Transverse Mercator
UTM Coordinate System: is set upon a zoned grid,
which divides the Earth into 60 equal zones that
are all 6° wide in longitude (east-west)
- Ethiopia is situated in
the UTM Zones of 36o,
37o & 38o
- The Conventional UTM
Projection Parameter
for Ethiopia is Adindan
UTM Zone, 36 & 37,38
respective to the Zones.
The measurement unit is
metres.