DEVELOPMENT of a MULTI-PROJECTION APPROACH for GLOBAL WEB MAP VISUALIZATION IGNAT GIRIN [JANUARY 2014] © Ignat Girin 2014
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5–21 5.5 Miscellaneous Projections GMT Supports 6 Common
GMT TECHNICAL REFERENCE & COOKBOOK 5–21 5.5 Miscellaneous Projections GMT supports 6 common projections for global presentation of data or models. These are the Hammer, Mollweide, Winkel Tripel, Robinson, Eckert VI, and Sinusoidal projections. Due to the small scale used for global maps these projections all use the spherical approximation rather than more elaborate elliptical formulae. 5.5.1 Hammer Projection (–Jh or –JH) The equal-area Hammer projection, first presented by Ernst von Hammer in 1892, is also known as Hammer-Aitoff (the Aitoff projection looks similar, but is not equal-area). The border is an ellipse, equator and central meridian are straight lines, while other parallels and meridians are complex curves. The projection is defined by selecting • The central meridian • Scale along equator in inch/degree or 1:xxxxx (–Jh), or map width (–JH) A view of the Pacific ocean using the Dateline as central meridian is accomplished by running the command pscoast -R0/360/-90/90 -JH180/5 -Bg30/g15 -Dc -A10000 -G0 -P -X0.1 -Y0.1 > hammer.ps 5.5.2 Mollweide Projection (–Jw or –JW) This pseudo-cylindrical, equal-area projection was developed by Mollweide in 1805. Parallels are unequally spaced straight lines with the meridians being equally spaced elliptical arcs. The scale is only true along latitudes 40˚ 44' north and south. The projection is used mainly for global maps showing data distributions. It is occasionally referenced under the name homalographic projection. Like the Hammer projection, outlined above, we need to specify only -
Bucky Fuller & Spaceship Earth
Ivorypress Art + Books presents BUCKY FULLER & SPACESHIP EARTH © RIBA Library Photographs Collection BIOGRAPHY OF RICHARD BUCKMINSTER FULLER Born in 1895 into a distinguished family of Massachusetts, which included his great aunt Margaret Fuller, a feminist and writer linked with the transcendentalist circles of Emerson and Thoreau, Richard Buckminster Fuller Jr left Harvard University, where all the Fuller men had studied since 1740, to become an autodidact and get by doing odd jobs. After marrying Anne Hewlett and serving in the Navy during World War I, he worked for his architect father-in-law at a company that manufactured reinforced bricks. The company went under in 1927, and Fuller set out on a year of isolation and solitude, during which time he nurtured many of his ideas—such as four-dimensional thinking (including time), which he dubbed ‘4D’—and the search for maximum human benefit with minimum use of energy and materials using design. He also pondered inventing light, portable towers that could be moved with airships anywhere on the planet, which he was already beginning to refer to as ‘Spaceship Earth’. Dymaxion Universe Prefabrication and the pursuit of lightness through cables were the main characteristics of 4D towers, just like the module of which they were made, a dwelling supported by a central mast whose model was presented as a single- family house and was displayed in 1929 at the Marshall Field’s department store in Chicago and called ‘Dymaxion House’. The name was coined by the store’s public relations team by joining the words that most often appeared in Fuller’s eloquent explanations: dynamics, maximum, and tension, and which the visionary designer would later use for other inventions like the car, also called Dymaxion. -
A Pipeline for Producing a Scientifically Accurate Visualisation of the Milky
A pipeline for producing a scientifically accurate visualisation of the Milky Way M´arciaBarros1;2, Francisco M. Couto2, H´elderSavietto3, Carlos Barata1, Miguel Domingos1, Alberto Krone-Martins1, and Andr´eMoitinho1 1 CENTRA, Faculdade de Ci^encias,Universidade de Lisboa, Portugal 2 LaSIGE, Faculdade de Ci^encias,Universidade de Lisboa, Portugal 3 Fork Research, R. Cruzado Osberno, 1, 9 Esq, Lisboa, Portugal [email protected] Abstract. This contribution presents the design and implementation of a pipeline for producing scientifically accurate visualisations of Big Data. As a case study, we address the data archive produced by the European Space Agency's (ESA) Gaia mission. The satellite was launched in Dec 19 2013 and is repeatedly monitoring almost two billion (2000 million) astronomical sources during five years. By the end of the mission, Gaia will have produced a data archive of almost a Petabyte. Producing visually intelligible representations of such large quantities of data meets several challenges. Situations such as cluttering, overplot- ting and overabundance of features must be dealt with. This requires careful choices of colourmaps, transparencies, glyph sizes and shapes, overlays, data aggregation and feature selection or extraction. In addi- tion, best practices in information visualisation are sought. These include simplicity, avoidance of superfluous elements and the goal of producing esthetical pleasing representations. Another type of challenge comes from the large physical size of the archive, which makes it unworkable (or even impossible) to transfer and process the data in the user's hardware. This requires systems that are deployed at the archive infrastructure and non-brute force approaches. Because the Gaia first data release will only happen in September 2016, we present the results of visualising two related data sets: the Gaia Uni- verse Model Snapshot (Gums), which is a simulation of Gaia-like data; the Initial Gaia Source List (IGSL) which provides initial positions of stars for the satellite's data processing algorithms. -
Brochure Exhibition Texts
BROCHURE EXHIBITION TEXTS “TO CHANGE SOMETHING, BUILD A NEW MODEL THAT MAKES THE EXISTING MODEL OBSOLETE” Radical Curiosity. In the Orbit of Buckminster Fuller September 16, 2020 - March 14, 2021 COVER Buckminster Fuller in his class at Black Mountain College, summer of 1948. Courtesy The Estate of Hazel Larsen Archer / Black Mountain College Museum + Arts Center. RADICAL CURIOSITY. IN THE ORBIT OF BUCKMINSTER FULLER IN THE ORBIT OF BUCKMINSTER RADICAL CURIOSITY. Hazel Larsen Archer. “Radical Curiosity. In the Orbit of Buckminster Fuller” is a journey through the universe of an unclassifiable investigator and visionary who, throughout the 20th century, foresaw the major crises of the 21st century. Creator of a fascinating body of work, which crossed fields such as architecture, engineering, metaphysics, mathematics and education, Richard Buckminster Fuller (Milton, 1895 - Los Angeles, 1983) plotted a new approach to combine design and science with the revolutionary potential to change the world. Buckminster Fuller with the Dymaxion Car and the Fly´s Eye Dome, at his 85th birthday in Aspen, 1980 © Roger White Stoller The exhibition peeps into Fuller’s kaleidoscope from the global state of emergency of year 2020, a time of upheaval and uncertainty that sees us subject to multiple systemic crises – inequality, massive urbanisation, extreme geopolitical tension, ecological crisis – in which Fuller worked tirelessly. By presenting this exhibition in the midst of a pandemic, the collective perspective on the context is consequently sharpened and we can therefore approach Fuller’s ideas from the core of a collapsing system with the conviction that it must be transformed. In order to break down the barriers between the different fields of knowledge and creation, Buckminster Fuller defined himself as a “Comprehensive Anticipatory Design Scientist,” a scientific designer (and vice versa) able to formulate solutions based on his comprehensive knowledge of universe. -
A Bevy of Area Preserving Transforms for Map Projection Designers.Pdf
Cartography and Geographic Information Science ISSN: 1523-0406 (Print) 1545-0465 (Online) Journal homepage: http://www.tandfonline.com/loi/tcag20 A bevy of area-preserving transforms for map projection designers Daniel “daan” Strebe To cite this article: Daniel “daan” Strebe (2018): A bevy of area-preserving transforms for map projection designers, Cartography and Geographic Information Science, DOI: 10.1080/15230406.2018.1452632 To link to this article: https://doi.org/10.1080/15230406.2018.1452632 Published online: 05 Apr 2018. Submit your article to this journal View related articles View Crossmark data Full Terms & Conditions of access and use can be found at http://www.tandfonline.com/action/journalInformation?journalCode=tcag20 CARTOGRAPHY AND GEOGRAPHIC INFORMATION SCIENCE, 2018 https://doi.org/10.1080/15230406.2018.1452632 A bevy of area-preserving transforms for map projection designers Daniel “daan” Strebe Mapthematics LLC, Seattle, WA, USA ABSTRACT ARTICLE HISTORY Sometimes map projection designers need to create equal-area projections to best fill the Received 1 January 2018 projections’ purposes. However, unlike for conformal projections, few transformations have Accepted 12 March 2018 been described that can be applied to equal-area projections to develop new equal-area projec- KEYWORDS tions. Here, I survey area-preserving transformations, giving examples of their applications and Map projection; equal-area proposing an efficient way of deploying an equal-area system for raster-based Web mapping. projection; area-preserving Together, these transformations provide a toolbox for the map projection designer working in transformation; the area-preserving domain. area-preserving homotopy; Strebe 1995 projection 1. Introduction two categories: plane-to-plane transformations and “sphere-to-sphere” transformations – but in quotes It is easy to construct a new conformal projection: Find because the manifold need not be a sphere at all. -
Bibliography of Map Projections
AVAILABILITY OF BOOKS AND MAPS OF THE U.S. GEOlOGICAL SURVEY Instructions on ordering publications of the U.S. Geological Survey, along with prices of the last offerings, are given in the cur rent-year issues of the monthly catalog "New Publications of the U.S. Geological Survey." Prices of available U.S. Geological Sur vey publications released prior to the current year are listed in the most recent annual "Price and Availability List" Publications that are listed in various U.S. Geological Survey catalogs (see back inside cover) but not listed in the most recent annual "Price and Availability List" are no longer available. Prices of reports released to the open files are given in the listing "U.S. Geological Survey Open-File Reports," updated month ly, which is for sale in microfiche from the U.S. Geological Survey, Books and Open-File Reports Section, Federal Center, Box 25425, Denver, CO 80225. Reports released through the NTIS may be obtained by writing to the National Technical Information Service, U.S. Department of Commerce, Springfield, VA 22161; please include NTIS report number with inquiry. Order U.S. Geological Survey publications by mail or over the counter from the offices given below. BY MAIL OVER THE COUNTER Books Books Professional Papers, Bulletins, Water-Supply Papers, Techniques of Water-Resources Investigations, Circulars, publications of general in Books of the U.S. Geological Survey are available over the terest (such as leaflets, pamphlets, booklets), single copies of Earthquakes counter at the following Geological Survey Public Inquiries Offices, all & Volcanoes, Preliminary Determination of Epicenters, and some mis of which are authorized agents of the Superintendent of Documents: cellaneous reports, including some of the foregoing series that have gone out of print at the Superintendent of Documents, are obtainable by mail from • WASHINGTON, D.C.--Main Interior Bldg., 2600 corridor, 18th and C Sts., NW. -
View Preprint
1 Remaining gaps in open source software 2 for Big Spatial Data 1 3 Lu´ısM. de Sousa 1ISRIC - World Soil Information, 4 Droevendaalsesteeg 3, Building 101 6708 PB Wageningen, The Netherlands 5 Corresponding author: 1 6 Lu´ıs M. de Sousa 7 Email address: [email protected] 8 ABSTRACT 9 The volume and coverage of spatial data has increased dramatically in recent years, with Earth observa- 10 tion programmes producing dozens of GB of data on a daily basis. The term Big Spatial Data is now 11 applied to data sets that impose real challenges to researchers and practitioners alike. As rule, these 12 data are provided in highly irregular geodesic grids, defined along equal intervals of latitude and longitude, 13 a vastly inefficient and burdensome topology. Compounding the problem, users of such data end up 14 taking geodesic coordinates in these grids as a Cartesian system, implicitly applying Marinus of Tyre’s 15 projection. 16 A first approach towards the compactness of global geo-spatial data is to work in a Cartesian system 17 produced by an equal-area projection. There are a good number to choose from, but those supported 18 by common GIS software invariably relate to the sinusoidal or pseudo-cylindrical families, that impose 19 important distortions of shape and distance. The land masses of Antarctica, Alaska, Canada, Greenland 20 and Russia are particularly distorted with such projections. A more effective approach is to store and 21 work with data in modern cartographic projections, in particular those defined with the Platonic and 22 Archimedean solids. -
Portraying Earth
A map says to you, 'Read me carefully, follow me closely, doubt me not.' It says, 'I am the Earth in the palm of your hand. Without me, you are alone and lost.’ Beryl Markham (West With the Night, 1946 ) • Map Projections • Families of Projections • Computer Cartography Students often have trouble with geographic names and terms. If you need/want to know how to pronounce something, try this link. Audio Pronunciation Guide The site doesn’t list everything but it does have the words with which you’re most likely to have trouble. • Methods for representing part of the surface of the earth on a flat surface • Systematic representations of all or part of the three-dimensional Earth’s surface in a two- dimensional model • Transform spherical surfaces into flat maps. • Affect how maps are used. The problem: Imagine a large transparent globe with drawings. You carefully cover the globe with a sheet of paper. You turn on a light bulb at the center of the globe and trace all of the things drawn on the globe onto the paper. You carefully remove the paper and flatten it on the table. How likely is it that the flattened image will be an exact copy of the globe? The different map projections are the different methods geographers have used attempting to transform an image of the spherical surface of the Earth into flat maps with as little distortion as possible. No matter which map projection method you use, it is impossible to show the curved earth on a flat surface without some distortion. -
Adaptive Composite Map Projections
IEEE TRANSACTIONS ON VISUALIZATION AND COMPUTER GRAPHICS, VOL. 18, NO. 12, DECEMBER 2012 2575 Adaptive Composite Map Projections Bernhard Jenny Abstract—All major web mapping services use the web Mercator projection. This is a poor choice for maps of the entire globe or areas of the size of continents or larger countries because the Mercator projection shows medium and higher latitudes with extreme areal distortion and provides an erroneous impression of distances and relative areas. The web Mercator projection is also not able to show the entire globe, as polar latitudes cannot be mapped. When selecting an alternative projection for information visualization, rivaling factors have to be taken into account, such as map scale, the geographic area shown, the mapʼs height-to-width ratio, and the type of cartographic visualization. It is impossible for a single map projection to meet the requirements for all these factors. The proposed composite map projection combines several projections that are recommended in cartographic literature and seamlessly morphs map space as the user changes map scale or the geographic region displayed. The composite projection adapts the mapʼs geometry to scale, to the mapʼs height-to-width ratio, and to the central latitude of the displayed area by replacing projections and adjusting their parameters. The composite projection shows the entire globe including poles; it portrays continents or larger countries with less distortion (optionally without areal distortion); and it can morph to the web Mercator projection for maps showing small regions. Index terms—Multi-scale map, web mapping, web cartography, web map projection, web Mercator, HTML5 Canvas. -
Cylindrical Projections 27
MAP PROJECTION PROPERTIES: CONSIDERATIONS FOR SMALL-SCALE GIS APPLICATIONS by Eric M. Delmelle A project submitted to the Faculty of the Graduate School of State University of New York at Buffalo in partial fulfillments of the requirements for the degree of Master of Arts Geographical Information Systems and Computer Cartography Department of Geography May 2001 Master Advisory Committee: David M. Mark Douglas M. Flewelling Abstract Since Ptolemeus established that the Earth was round, the number of map projections has increased considerably. Cartographers have at present an impressive number of projections, but often lack a suitable classification and selection scheme for them, which significantly slows down the mapping process. Although a projection portrays a part of the Earth on a flat surface, projections generate distortion from the original shape. On world maps, continental areas may severely be distorted, increasingly away from the center of the projection. Over the years, map projections have been devised to preserve selected geometric properties (e.g. conformality, equivalence, and equidistance) and special properties (e.g. shape of the parallels and meridians, the representation of the Pole as a line or a point and the ratio of the axes). Unfortunately, Tissot proved that the perfect projection does not exist since it is not possible to combine all geometric properties together in a single projection. In the twentieth century however, cartographers have not given up their creativity, which has resulted in the appearance of new projections better matching specific needs. This paper will review how some of the most popular world projections may be suited for particular purposes and not for others, in order to enhance the message the map aims to communicate. -
Gaia Data Release 1: the Archive Visualisation Service A
Astronomy & Astrophysics manuscript no. arxiv c ESO 2017 August 2, 2017 Gaia Data Release 1: The archive visualisation service A. Moitinho1, A. Krone-Martins1, H. Savietto2, M. Barros1, C. Barata1, A.J. Falcão3, T. Fernandes3, J. Alves4, A.F. Silva1, M. Gomes1, J. Bakker5, A.G.A. Brown6, J. González-Núñez7; 8, G. Gracia-Abril9; 10, R. Gutiérrez-Sánchez11, J. Hernández12, S. Jordan13, X. Luri10, B. Merin5, F. Mignard14, A. Mora15, V. Navarro5, W. O’Mullane12, T. Sagristà Sellés13, J. Salgado16, J.C. Segovia7, E. Utrilla15, F. Arenou17, J.H.J. de Bruijne18, F. Jansen19, M. McCaughrean20, K.S. O’Flaherty21, M.B. Taylor22, and A. Vallenari23 (Affiliations can be found after the references) Received date / Accepted date ABSTRACT Context. The first Gaia data release (DR1) delivered a catalogue of astrometry and photometry for over a billion astronomical sources. Within the panoply of methods used for data exploration, visualisation is often the starting point and even the guiding reference for scientific thought. However, this is a volume of data that cannot be efficiently explored using traditional tools, techniques, and habits. Aims. We aim to provide a global visual exploration service for the Gaia archive, something that is not possible out of the box for most people. The service has two main goals. The first is to provide a software platform for interactive visual exploration of the archive contents, using common personal computers and mobile devices available to most users. The second aim is to produce intelligible and appealing visual representations of the enormous information content of the archive. Methods. The interactive exploration service follows a client-server design. -
Geographic Information Systems
Geographic Information Systems Manuel Campagnolo Instituto Superior de Agronomia, Universidade de Lisboa 2013-2014 Manuel Campagnolo (ISA) GIS/SIG 2013–2014 1 / 305 What is GIS? Definition (Geographic Information System) A GIS is a computer-based system to aid in the collection, maintenance, storage, analysis, output and distribution of spatial data and information. In this course, we will focus mainly in collection, maintenance, analysis and output of spatial data. Main goals of the course: 1 Understand some basic principles of Geographic Information Science behind GIS; 2 Become familiar with the use of GIS tools (in particular QGIS); 3 Prepare yourself to undertake new analyses using GIS beyond this course. Manuel Campagnolo (ISA) GIS/SIG 2013–2014 2 / 305 Major topics of the course 1 Abstracting the World to Digital Maps 2 Working with Data in GIS 3 Coordinate Reference Systems 4 Vector Analyses 5 Raster Analyses 6 GIS Modeling 7 Collecting Data References: 1 Class slides; 2 Paul Longley, Michael Goodchild, David Maguire and David Rhind, Geographic Information Systems and Science, 3rd edition (2011) Wiley. BISA U40-142 Manuel Campagnolo (ISA) GIS/SIG 2013–2014 3 / 305 Abstracting the World to Digital Maps Manuel Campagnolo (ISA) GIS/SIG 2013–2014 4 / 305 Two basic views of spatial phenomena When working with GIS, a basic question is “What does need to be represented in the GIS?” In particular, do we want to represent just objects in space or do we want to represent the space itself, or do we need both types of representation? Objects in space For instance, we may want to represent information about cities (e.g.