Spatial data can be described according to: entity distinct object (river) attribute characteristic of entity (discharge) relationship linkages amongst.

Slides:



Advertisements
Similar presentations
Earth Science Mr. Bimber
Advertisements

Mapping Our World Goals: Differentiate between latitude and longitude.
Portraying Earth Data types File types
WFM 6202: Remote Sensing and GIS in Water Management © Dr. Akm Saiful IslamDr. Akm Saiful Islam WFM 6202: Remote Sensing and GIS in Water Management Akm.
Topic 2 – Spatial Representation
GUS: 0262 Fundamentals of GIS Lecture Presentation 2: Cartography in a Nutshell Jeremy Mennis Department of Geography and Urban Studies Temple University.
Map Projections (1/2) Francisco Olivera, Ph.D., P.E. Center for Research in Water Resources University of Texas at Austin.
Class 1b: Introduction to maps. What is a map? A two-dimensional representation of the spatial distribution of selected phenomena.
Waldo Tobler’s Classic Paper, 1979
Map Projections Francisco Olivera, Ph.D., P.E. Srikanth Koka
Modern Navigation Thomas Herring
MAPS AND CARTOGRAPHY What is a map? What is Cartography?
GI Systems and Science January 11, Points to Cover  Introduction  Maps and spatial data  How spatial data is represented in GIS Scale Spatial.
Intro. To GIS Pre-lab 2 February 11 th, Geographic Coordinates Geographic coordinates are the earth's latitude and longitude system, ranging from.
From Globes to Maps.
GIS’s Roots in Cartography Getting Started With GIS Chapter 2.
Map Projection & Coordinate Systems
Overview Ellipsoid Spheroid Geoid Datum Projection Coordinate System.
Definitions html://egsc.usgs.gov/isb/pubs/MapProjections/projections.html Azimuth —The angle measured in degrees between a base line radiating from a center.
GIS for Environmental Engineering
Chapter 3: Models of Earth
The graticule is made up of vertical lines, called lines of longitude, and horizontal lines, called lines of latitude. Because the earth is spherical,
Section 2: Mapping Earth’s Surface
Spatial Concepts Mathematical Types of Space –Euclidean –Network –Metric –Topologic.
You will want to pay attention… there will be a test on this material!!! The Exhilarating World of Geodesy and Map Projections.
Cartography: the science of map making
Part A. Mercator Map a rectangular map used as a navigation tool in which the lines for longitude and latitude are straight and parallel. Distortions.
GEOREFERENCING By Okan Fıstıkoğlu. GEOGRAPHIC COORDINATE SYSTEMS Geographic Coordinate System (GCS) uses a three dimensional spherical surface to define.
Maps - Resource A Map Projections
Map Projections Francisco Olivera, Ph.D., P.E. Srikanth Koka Department of Civil Engineering Texas A&M University.
Map Projections RG 620 Week 5 May 08, 2013 Institute of Space Technology, Karachi RG 620 Week 5 May 08, 2013 Institute of Space Technology, Karachi.
Cartography: the science of map making A Round World in Plane Terms.
EARTH AND SPACE SCIENCE Chapter 3 Models of the Earth 3.2 Mapping Earth’s Surface.
LECTURE 3B – CHART PROJECTION. Introduction to Chart Projection  Usually we read chart in coordinate system.  A projected coordinate system is defined.
Map Projections Reference Globe Transformation Map Projection Reference Ellipsoid Sphere of Equal Area Geoid 3D-2D Transformation Process.
Introduction to Cartography GEOG 2016 E Lecture-2 Geodesy and Projections.
All maps will provide you with a Arrow indicating both truth North (the precise top axis of the earth’s spheroid) and a magnetic north which indicates.
Map Basics, partII GEOG 370 Christine Erlien, Instructor.
Map Basics Lecture #3, Intro to GIS spring Topics Map definitions Types of maps Map projections Geodetic Datums Coordinate Systems.
Center for Modeling & Simulation. ► A means of converting coordinates on a curved surface to coordinates on a plane ► The surface of projection can.
Chapter 3 Section 1 Modeling the Planet Objectives: -Explain how maps are models of Earth -Compare and contrast three types of map projections -Use latitude.
Ch2 Sec2 Models of Earth. Key Concepts How do maps and globes represent Earth’s surface? What reference lines are used to locate points on Earth? What.
The Round Earth to Flat Map: Map Projections for Designers SP 240 Cartography Alex Chaucer.
Map projections and datums
VOCAB #1 PGS GEOGRAPHY The study of the physical features of the Earth and its atmosphere, and of human activity as it affects and is affected.
Where in the world are we? … A system for describing location on the earth What is the shape of the earth … and how earth’s shape affects the process of.
Mapping Earth’s Surface. Objective Explain two ways that scientists get data to make maps. Describe the characteristics and uses of three types of map.
Chapter 3- Coordinate systems A coordinate system is a grid used to identify locations on a page or screen that are equivalent to grid locations on the.
Map Projections, Cartographic Concepts -Map Projections -Coordinate Systems.
How maps and globes represent our Earth?
Czech Technical University in Prague Faculty of Transportation Sciences Department of Transport Telematics Doc. Ing. Pavel Hrubeš, Ph.D. Geographical Information.
 Cartography – science of mapmaking  Equator circles Earth halfway between the north and south poles ◦ Separates Earth into 2 equal halves (hemispheres)
Map Projections RG 620 May 16, 2014 Institute of Space Technology, Karachi RG 620 May 16, 2014 Institute of Space Technology, Karachi.
INTRO TO WORLD GEOGRAPHY: GEOGRAPHY SKILLS Mrs. Minks Social Studies.
Coordinate Systems and Map Projections
Map Projections RG 620 April 20, 2016
Section 2 Mapping Earth’s Surface
Spatial Referencing.
Georeferencing Ming-Chun Lee.
Overview Ellipsoid Spheroid Geoid Datum Projection Coordinate System.
COORDINATE SYSTEMS AND MAP PROJECTIONS
CHAPTER 1 LESSON 1 UNDERSTANDING MAPS.
Mapping Chapter 2.
A guide to coordinate systems, datums, projections, and geoids.
Maps Base maps Coordinate Systems, Datums, Projections
How do you use a time zone map. Do Now: Times vary around the globe
Lecture 3 Map Projections
A guide to coordinate systems, datums, projections, and geoids.
Section 2: Mapping Earth’s Surface
Geography Tools and Methods
Presentation transcript:

Spatial data can be described according to: entity distinct object (river) attribute characteristic of entity (discharge) relationship linkages amongst objects (drainage basin)

Advantages of digital maps over paper Easier to produce Easier to store Easier to distribute Dimensional stability

topology mathematics of spatial relationships among point, line and area objects.

Map a graphical representation of the spatial structure of physical and/or cultural environments

Map are abstractions since they present the real world in a simplified fashion at a reduced scale.

maps are used for: 1.the display of spatial data 2.the analysis of spatial data

Cartography is the art and science of map-making

Cartographic considerations Map scale Data classification Symbolization Generalization

Map scale the ratio between distances measured on a map and the corresponding distances measured on the ground

large scale map  displays a small area in greater detail small scale map  displays a large area in lesser detail

the proposed use of a map is critical in determining the scale at which it is produced

methods for describing map scale: Representative fraction1 : 3,500,000 Graphical (bar) Verbal“one inch equals one mile”

classes of maps Reference maps (general purpose) Thematic maps (special purpose)

Mapping process Planning stage –needs assessment –project specifications are established (cost/time) Data acquisition stage –primary data/secondary data Cartographic production stage –design –drafting –proofing –printing Product delivery stage

Georeferencing the representation of the location of real- world features within the spatial framework of a particular coordinate system

Relationship between coordinate systems and map projections Map projections define how positions on the Earth’s curved surface are transformed onto a flat map surface Coordinate systems provide a referencing framework by which positions are measured and computed.

Plane coordinate systems Plane rectangular system (Cartesian) Plane polar coordinates

Cartesian sytem (Figure 2.4) X-axis (easting) Y-axis (northing) 1 st quadrant (+x, +y) 2 nd quadrant (+x, -y) 3 rd quadrant (-x, -y) 4 th quadrant (-x, +y)

Plane polar coordinate system (Vector) see Figure 2.5 Polar axis = baseline Radius vector, vectorial angle Positive angles are measured in clockwise direction from polar axis

conversions One can convert from plane rectangular coordinate to plane polar coordinates using basic trigonometric functions

Geographic Coordinate System Latitudeangular distance north or south of baseline (equator) Longitudeangular distance east or west of baseline (prime meridian) graticule = grid of latitude and longitude lines (parallels and meridians) on a map or globe

Map projection Is a systematic representation of all or part of the surface of a round body, especially the earth, on a plane (Snyder, 1987) a two-dimensional spatial rendition of a the Earth’s surface (Fesperman, 2002)

Spatial properties of a map (projection) area direction distance shape

Projection typepreserves Equal area (equivalent)area conformal (orthomorphic)shape equidistantdistance

Map projection types a developable surface is one that can be laid flat without distortion (see Figure 2.11) Cylindrical Conical Planar

Map projection aspect Describes the orientation of the developable surface relative to the globe normalaxis of cylinder or cone parallel to earth axis transverseaxis of cylinder or cone is perpendicular to earth axis obliqueaxis oriented between normal and transverse cases

Map projection viewpoints Figure 2.13 Gnomonic –Light source at center of globe –Great circles are straight lines (navigation) Orthographic –Light source at infinity –Equal areas preserved Stereographic –Light source at far side of globe –Planar are conformal, cylindrical are compromised

see Table 2.1

The Ellipsoid the earth is not a sphere, but an oblate spheroid, being slight depressed at the poles satellite-based observations have allowed for the development of global standard in mathematical model

The Geoid reference surface for vertical coordinates (above or below the datum) equivalent to mean sea level in the earth’s oceans determined by equal gravimetric potential