65. the Story of the Transit of Venus
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Edmond Halley and His Recurring Comet
EDMOND HALLEY AND HIS RECURRING COMET “They [the astronomers of the flying island of Laputa] have observed ninety-three different comets and settled their periods with great exactness. If this be true (and they affirm it with great confidence), it is much to be wished that their observations were made public, whereby the theory of comets, which at present is very lame and defective, might be brought into perfection with other parts of astronomy.” — Jonathan Swift, GULLIVER’S TRAVELS, 1726 HDT WHAT? INDEX HALLEY’S COMET EDMOND HALLEY 1656 November 8, Saturday (Old Style): Edmond Halley was born. NEVER READ AHEAD! TO APPRECIATE NOVEMBER 8TH, 1656 AT ALL ONE MUST APPRECIATE IT AS A TODAY (THE FOLLOWING DAY, TOMORROW, IS BUT A PORTION OF THE UNREALIZED FUTURE AND IFFY AT BEST). Edmond Halley “Stack of the Artist of Kouroo” Project HDT WHAT? INDEX HALLEY’S COMET EDMOND HALLEY 1671 February 2, Friday (1671, Old Style): Harvard College was given a “3 foote and a halfe with a concave ey-glasse” reflecting telescope. This would be the instrument with which the Reverends Increase and Cotton Mather would observe a bright comet of the year 1682. ASTRONOMY HALLEY’S COMET HARVARD OBSERVATORY ESSENCE IS BLUR. SPECIFICITY, THE OPPOSITE OF ESSENCE, IS OF THE NATURE OF TRUTH. Edmond Halley “Stack of the Artist of Kouroo” Project HDT WHAT? INDEX HALLEY’S COMET EDMOND HALLEY 1676 Edmond Halley was for six weeks the guest of the British East India Company at their St. Helena colony in the South Atlantic for purposes of observation of the exceedingly rare transit of the planet Venus across the face of the sun. -
Modelling and the Transit of Venus
Modelling and the transit of Venus Dave Quinn University of Queensland <[email protected]> Ron Berry University of Queensland <[email protected]> Introduction enior secondary mathematics students could justifiably question the rele- Svance of subject matter they are being required to understand. One response to this is to place the learning experience within a context that clearly demonstrates a non-trivial application of the material, and which thereby provides a definite purpose for the mathematical tools under consid- eration. This neatly complements a requirement of mathematics syllabi (for example, Queensland Board of Senior Secondary School Studies, 2001), which are placing increasing emphasis on the ability of students to apply mathematical thinking to the task of modelling real situations. Success in this endeavour requires that a process for developing a mathematical model be taught explicitly (Galbraith & Clatworthy, 1991), and that sufficient opportu- nities are provided to students to engage them in that process so that when they are confronted by an apparently complex situation they have the think- ing and operational skills, as well as the disposition, to enable them to proceed. The modelling process can be seen as an iterative sequence of stages (not ) necessarily distinctly delineated) that convert a physical situation into a math- 1 ( ematical formulation that allows relationships to be defined, variables to be 0 2 l manipulated, and results to be obtained, which can then be interpreted and a n r verified as to their accuracy (Galbraith & Clatworthy, 1991; Mason & Davis, u o J 1991). The process is iterative because often, at this point, limitations, inac- s c i t curacies and/or invalid assumptions are identified which necessitate a m refinement of the model, or perhaps even a reassessment of the question for e h t which we are seeking an answer. -
FY08 Technical Papers by GSMTPO Staff
AURA/NOAO ANNUAL REPORT FY 2008 Submitted to the National Science Foundation July 23, 2008 Revised as Complete and Submitted December 23, 2008 NGC 660, ~13 Mpc from the Earth, is a peculiar, polar ring galaxy that resulted from two galaxies colliding. It consists of a nearly edge-on disk and a strongly warped outer disk. Image Credit: T.A. Rector/University of Alaska, Anchorage NATIONAL OPTICAL ASTRONOMY OBSERVATORY NOAO ANNUAL REPORT FY 2008 Submitted to the National Science Foundation December 23, 2008 TABLE OF CONTENTS EXECUTIVE SUMMARY ............................................................................................................................. 1 1 SCIENTIFIC ACTIVITIES AND FINDINGS ..................................................................................... 2 1.1 Cerro Tololo Inter-American Observatory...................................................................................... 2 The Once and Future Supernova η Carinae...................................................................................................... 2 A Stellar Merger and a Missing White Dwarf.................................................................................................. 3 Imaging the COSMOS...................................................................................................................................... 3 The Hubble Constant from a Gravitational Lens.............................................................................................. 4 A New Dwarf Nova in the Period Gap............................................................................................................ -
Lomonosov, the Discovery of Venus's Atmosphere, and Eighteenth Century Transits of Venus
Journal of Astronomical History and Heritage, 15(1), 3-14 (2012). LOMONOSOV, THE DISCOVERY OF VENUS'S ATMOSPHERE, AND EIGHTEENTH CENTURY TRANSITS OF VENUS Jay M. Pasachoff Hopkins Observatory, Williams College, Williamstown, Mass. 01267, USA. E-mail: [email protected] and William Sheehan 2105 SE 6th Avenue, Willmar, Minnesota 56201, USA. E-mail: [email protected] Abstract: The discovery of Venus's atmosphere has been widely attributed to the Russian academician M.V. Lomonosov from his observations of the 1761 transit of Venus from St. Petersburg. Other observers at the time also made observations that have been ascribed to the effects of the atmosphere of Venus. Though Venus does have an atmosphere one hundred times denser than the Earth’s and refracts sunlight so as to produce an ‘aureole’ around the planet’s disk when it is ingressing and egressing the solar limb, many eighteenth century observers also upheld the doctrine of cosmic pluralism: believing that the planets were inhabited, they had a preconceived bias for believing that the other planets must have atmospheres. A careful re-examination of several of the most important accounts of eighteenth century observers and comparisons with the observations of the nineteenth century and 2004 transits shows that Lomonosov inferred the existence of Venus’s atmosphere from observations related to the ‘black drop’, which has nothing to do with the atmosphere of Venus. Several observers of the eighteenth-century transits, includ- ing Chappe d’Auteroche, Bergman, and Wargentin in 1761 and Wales, Dymond, and Rittenhouse in 1769, may have made bona fide observations of the aureole produced by the atmosphere of Venus. -
Jeremy Shakerley (1626-1655?) Astronomy, Astrology and Patronage in Civil War Lancashire
JEREMY SHAKERLEY (1626-1655?) ASTRONOMY, ASTROLOGY AND PATRONAGE IN CIVIL WAR LANCASHIRE A. Chapman, M.A., D. Phil., F.R.A.S. The civil war period witnessed a remarkable activity in the pursuit of astronomy and allied subjects in the northern counties of England, and well over half a dozen mathematical practitioners were active between 1635 and 1650. Perhaps the best known of these men was Jeremiah Horrocks and his circle, including William Gascoigne and William Crabtree who were active around 1640, and made contributions of international importance in celestial mechanics and instrument design. 1 Though working some years later, Jeremy Shakerley was deeply influence by the work of Horrocks, and in many ways, saw himself as continuing in the same tradition. While Shakerley worked in greater isolation in many respects, he did maintain an active London correspondence, and often made reference to fellow astronomers in the Pendle district, where he originally resided. Shakerely's historical importance lies in the nine substantial letters which he exchanged with the London astrologer, William Lilly between 1648 and 1650, along with others to Henry Osborne and John Matteson. Most of these letters, now preserved in the Ashmole manuscripts in the Bodleian Library, are rich in information about the aspirations and problems of a provincial mathematical practitioner. He was an admirer of the theories of Copernicus and Kepler and argued for strictly natural causes in celestial phenomena. Yet he also perceived a hierarchy of correspondences and astrological demonstrations behind the physical laws, whereby man could interpret God's design, as a guide to conduct. -
Predictable Patterns in Planetary Transit Timing Variations and Transit Duration Variations Due to Exomoons
Astronomy & Astrophysics manuscript no. ms c ESO 2016 June 21, 2016 Predictable patterns in planetary transit timing variations and transit duration variations due to exomoons René Heller1, Michael Hippke2, Ben Placek3, Daniel Angerhausen4, 5, and Eric Agol6, 7 1 Max Planck Institute for Solar System Research, Justus-von-Liebig-Weg 3, 37077 Göttingen, Germany; [email protected] 2 Luiter Straße 21b, 47506 Neukirchen-Vluyn, Germany; [email protected] 3 Center for Science and Technology, Schenectady County Community College, Schenectady, NY 12305, USA; [email protected] 4 NASA Goddard Space Flight Center, Greenbelt, MD 20771, USA; [email protected] 5 USRA NASA Postdoctoral Program Fellow, NASA Goddard Space Flight Center, 8800 Greenbelt Road, Greenbelt, MD 20771, USA 6 Astronomy Department, University of Washington, Seattle, WA 98195, USA; [email protected] 7 NASA Astrobiology Institute’s Virtual Planetary Laboratory, Seattle, WA 98195, USA Received 22 March 2016; Accepted 12 April 2016 ABSTRACT We present new ways to identify single and multiple moons around extrasolar planets using planetary transit timing variations (TTVs) and transit duration variations (TDVs). For planets with one moon, measurements from successive transits exhibit a hitherto unde- scribed pattern in the TTV-TDV diagram, originating from the stroboscopic sampling of the planet’s orbit around the planet–moon barycenter. This pattern is fully determined and analytically predictable after three consecutive transits. The more measurements become available, the more the TTV-TDV diagram approaches an ellipse. For planets with multi-moons in orbital mean motion reso- nance (MMR), like the Galilean moon system, the pattern is much more complex and addressed numerically in this report. -
Classical Mechanics - Wikipedia, the Free Encyclopedia Page 1 of 13
Classical mechanics - Wikipedia, the free encyclopedia Page 1 of 13 Classical mechanics From Wikipedia, the free encyclopedia (Redirected from Newtonian mechanics) In physics, classical mechanics is one of the two major Classical mechanics sub-fields of mechanics, which is concerned with the set of physical laws describing the motion of bodies under the Newton's Second Law action of a system of forces. The study of the motion of bodies is an ancient one, making classical mechanics one of History of classical mechanics · the oldest and largest subjects in science, engineering and Timeline of classical mechanics technology. Branches Classical mechanics describes the motion of macroscopic Statics · Dynamics / Kinetics · Kinematics · objects, from projectiles to parts of machinery, as well as Applied mechanics · Celestial mechanics · astronomical objects, such as spacecraft, planets, stars, and Continuum mechanics · galaxies. Besides this, many specializations within the Statistical mechanics subject deal with gases, liquids, solids, and other specific sub-topics. Classical mechanics provides extremely Formulations accurate results as long as the domain of study is restricted Newtonian mechanics (Vectorial to large objects and the speeds involved do not approach mechanics) the speed of light. When the objects being dealt with become sufficiently small, it becomes necessary to Analytical mechanics: introduce the other major sub-field of mechanics, quantum Lagrangian mechanics mechanics, which reconciles the macroscopic laws of Hamiltonian mechanics physics with the atomic nature of matter and handles the Fundamental concepts wave-particle duality of atoms and molecules. In the case of high velocity objects approaching the speed of light, Space · Time · Velocity · Speed · Mass · classical mechanics is enhanced by special relativity. -
Venus Transit 5−6 June 2012 (From 22:00 to 4:56 UT) Australia, Japan, Norway
Venus Transit 5−6 June 2012 (from 22:00 to 4:56 UT) Australia, Japan, Norway Objective The main objective of the venus-2012.org project is the observation of the Venus Transit that will take place on 5th/6th June 2012 (see Fig. 1) from three locations: Australia, Japan and Norway. In particular the project will: 1) Perform live broadcasting of the event (sky-live.tv). 2) Promote educational activities usingFIGURE images 1 obtained during the transit (astroaula.net). Global Visibility of the Transit of Venus of 2012 June 05/06 Region X* Greatest Transit Transit at Zenith Transit Sunset Sunset Begins Ends at at IV I IV I Transit at at Entire Ends No Transit III II III II Sunrise in Progress Begins Transit Sunrise in Progress Transit at Sunset Visible Transit Visible at Sunrise Transit (June 05) (June 06) Region Y* F. Espenak, NASAs GSFC eclipse.gsfc.nasa.gov/OH/transit12.html * Region X - Beginning and end of Transit are visible, but the Sun sets for a short period around maximum transit. * Region Y - Beginning and end of Transit are NOT visible, but the Sun rises for a short period around maximum transit. Figure 1. Earth map showing visibility of the Venus transit in 2012 (credit F. Espenak, NASA/GSFC). The Phenomenon A transit of an astronomical object occurs when it appears to move across the disc of another object which has a larger apparent size. There are different types of transits, like the Galilean moons on Jupiter’s disc, and exoplanets moving across their mother star. -
An October 2003 Amateur Observation of HD 209458B
Tsunami 3-2004 A Shadow over Oxie Anders Nyholm A shadow over Oxie – An October 2003 amateur observation of HD 209458b Anders Nyholm Rymdgymnasiet Kiruna, Sweden April 2004 Tsunami 3-2004 A Shadow over Oxie Anders Nyholm Abstract This paper describes a photometry observation by an amateur astronomer of a transit of the extrasolar planet HD 209458b across its star on the 26th of October 2003. A description of the telescope, CCD imager, software and method used is provided. The preparations leading to the transit observation are described, along with a chronology. The results of the observation (in the form of a time-magnitude diagram) is reproduced, investigated and discussed. It is concluded that the HD 209458b transit most probably was observed. A number of less successful attempts at observing HD 209458b transits in August and October 2003 are also described. A general introduction describes the development in astronomy leading to observations of extrasolar planets in general and amateur observations of extrasolar planets in particular. Tsunami 3-2004 A Shadow over Oxie Anders Nyholm Contents 1. Introduction 3 2. Background 3 2.1 Transit pre-history: Mercury and Venus 3 2.2 Extrasolar planets: a brief history 4 2.3 Early photometry proposals 6 2.4 HD 209458b: discovery and study 6 2.5 Stellar characteristics of HD 209458 6 2.6 Characteristics of HD 209458b 7 3. Observations 7 3.1 Observatory, equipment and software 7 3.2 Test observation of SAO 42275 on the 14th of April 2003 7 3.3 Selection of candidate transits 7 3.4 Test observation and transit observation attempts in August 2003 8 3.5 Transit observation attempt on the 12th of October 2003 8 3.6 Transit observation attempt on the 26th of October 2003 8 4. -
Your Guide to the Transit of Mercury of 9Th May 2016
!1 ! Your guide to the Transit of Mercury of 9th May 2016 a publication of the Public Outreach & Education Committee of the Astronomical Society of India Your guide to the Transit of Mercury 2016 !2 ! This work is licensed under a Creative Commons (Attribution - Non Commercial - ShareAlike) License. Please share/print/ photocopy/distribute this work widely, with attribution to the Public Outreach and Education Committee (POEC) of the Astronomical Society of India (ASI) under this same license. This license is granted for non-commercial use only. Contact details of the Public Outreach and Education Committee of the ASI : URL : http://astron-soc.in/outreach Email : [email protected] Facebook : asi poec Twitter : www.twitter.com/asipoec Download from : The pdf of this documents is available for free download from : http://astron-soc.in/outreach/activities/sky-event-related/transit- of-mercury-2016/ (also http://bit.ly/tom-india) Acknowledgement : We thank all those who made images available online either under the Creative Commons License or by a copyleft through image credits. Compiled by Niruj Ramanujam with contributions from Samir Dhurde, B.S. Shylaja and N. Rathnasree, for the POEC of the ASI April 2016 Your guide to the Transit of Mercury 2016 !3 1. Transit of Mercury ! Transit of Mercury, 8 Nov 2006, Transit of Venus, 6 Jun 2012, photographed by Eric Kounce, from Hungary Texas, USA DID YOU KNOW? The planets, with their moons, steadily revolve around the The next transit Sun, with Mercury taking 88 days and Neptune taking as of Mercury will much as 165 years to make one revolution! We barely occur on 9 May notice any of this, unless something spectacular happens to 2016 but it will not be visible remind us how fast this motion actually is. -
Who Invented the Calculus? - and Other 17Th Century Topics Transcript
Who invented the calculus? - and other 17th century topics Transcript Date: Wednesday, 16 November 2005 - 12:00AM Location: Barnard's Inn Hall WHO INVENTED THE CALCULUS? Professor Robin Wilson Introduction We’ve now covered two-thirds of our journey ‘From Caliphs to Cambridge’, and in this lecture I want to try to survey the mathematical achievements of the seventeenth century – a monumental task. I’ve divided my talk into four parts – first, the movement towards the practical sciences, as exemplified by the founding of Gresham College and the Royal Society. Next, we’ll gravitate towards astronomy, from Copernicus to Newton. Thirdly, we visit France and the gradual movement from geometry to algebra (with a brief excursion into some new approaches to pi) – and finally, the development of the calculus. So first, let’s make an excursion to Gresham College. Practical science The Gresham professorships arose from the will of Sir Thomas Gresham, which provided for £50 per year for each of seven professors to read lectures in Divinity, Astronomy, Music, Geometry, Law, Physic and Rhetoric. As the Ballad of Gresham College later described it: If to be rich and to be learn’d Be every Nation’s cheifest glory, How much are English men concern’d, Gresham to celebrate thy story Who built th’Exchange t’enrich the Citty And a Colledge founded for the witty. From its beginning, Gresham College encouraged the practical sciences, rather than the Aristotelian studies still pursued at the ancient universities: Thy Colledg, Gresham, shall hereafter Be the whole world’s Universitie, Oxford and Cambridge are our laughter; Their learning is but Pedantry. -
Coronal Activity Cycles in 61 Cygni
A&A 460, 261–267 (2006) Astronomy DOI: 10.1051/0004-6361:20065459 & c ESO 2006 Astrophysics Coronal activity cycles in 61 Cygni A. Hempelmann1, J. Robrade1,J.H.M.M.Schmitt1,F.Favata2,S.L.Baliunas3, and J. C. Hall4 1 Universität Hamburg, Hamburger Sternwarte, Gojenbergsweg 112, 21029 Hamburg, Germany e-mail: [email protected] 2 Astrophysics Division – Research and Science Support Department of ESA, ESTEC, Postbus 299, 2200 AG Noordwijk, The Netherlands 3 Harvard-Smithsonian Center for Astrophysics, Cambridge, MA, USA 4 Lowell Observatory, 1400 West Mars Hill Road, Flagstaff, AZ 86001, USA Received 19 April 2006 / Accepted 25 July 2006 ABSTRACT Context. While the existence of stellar analogues of the 11 years solar activity cycle is proven for dozens of stars from optical observations of chromospheric activity, the observation of clearly cyclical coronal activity is still in its infancy. Aims. In this paper, long-term X-ray monitoring of the binary 61 Cygni is used to investigate possible coronal activity cycles in moderately active stars. Methods. We are monitoring both stellar components, a K5V (A) and a K7V (B) star, of 61 Cyg with XMM-Newton. The first four years of these observations are combined with ROSAT HRI observations of an earlier monitoring campaign. The X-ray light curves are compared with the long-term monitoring of chromospheric activity, as measured by the Mt.Wilson CaII H+K S -index. Results. Besides the observation of variability on short time scales, long-term variations of the X-ray activity are clearly present. For 61 Cyg A we find a coronal cycle which clearly reflects the well-known and distinct chromospheric activity cycle.