Astrometric Detection of a Low-Mass Companion Orbiting the Star AB Doradus J
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Basic Principles of Celestial Navigation James A
Basic principles of celestial navigation James A. Van Allena) Department of Physics and Astronomy, The University of Iowa, Iowa City, Iowa 52242 ͑Received 16 January 2004; accepted 10 June 2004͒ Celestial navigation is a technique for determining one’s geographic position by the observation of identified stars, identified planets, the Sun, and the Moon. This subject has a multitude of refinements which, although valuable to a professional navigator, tend to obscure the basic principles. I describe these principles, give an analytical solution of the classical two-star-sight problem without any dependence on prior knowledge of position, and include several examples. Some approximations and simplifications are made in the interest of clarity. © 2004 American Association of Physics Teachers. ͓DOI: 10.1119/1.1778391͔ I. INTRODUCTION longitude ⌳ is between 0° and 360°, although often it is convenient to take the longitude westward of the prime me- Celestial navigation is a technique for determining one’s ridian to be between 0° and Ϫ180°. The longitude of P also geographic position by the observation of identified stars, can be specified by the plane angle in the equatorial plane identified planets, the Sun, and the Moon. Its basic principles whose vertex is at O with one radial line through the point at are a combination of rudimentary astronomical knowledge 1–3 which the meridian through P intersects the equatorial plane and spherical trigonometry. and the other radial line through the point G at which the Anyone who has been on a ship that is remote from any prime meridian intersects the equatorial plane ͑see Fig. -
Fundamental Parameters of Wolf-Rayet Stars VI
Astron. Astrophys. 320, 500–524 (1997) ASTRONOMY AND ASTROPHYSICS Fundamental parameters of Wolf-Rayet stars VI. Large Magellanic Cloud WNL stars? P.A.Crowther and L.J. Smith Department of Physics and Astronomy, University College London, Gower Street, London, WC1E 6BT, UK Received 5 February 1996 / Accepted 26 June 1996 Abstract. We present a detailed, quantitative study of late WN Key words: stars: Wolf-Rayet;mass-loss; evolution; fundamen- (WNL) stars in the LMC, based on new optical spectroscopy tal parameters – galaxies: Magellanic Clouds (AAT, MSO) and the Hillier (1990) atmospheric model. In a pre- vious paper (Crowther et al. 1995a), we showed that 4 out of the 10 known LMC Ofpe/WN9 stars should be re-classified WN9– 10. We now present observations of the remaining stars (except the LBV R127), and show that they are also WNL (WN9–11) 1. Introduction stars, with the exception of R99. Our total sample consists of 17 stars, and represents all but one of the single LMC WN6– Quantitative studies of hot luminous stars in galaxies are im- 11 population and allows a direct comparison with the stellar portant for a number of reasons. First, and probably foremost, parameters and chemical abundances of Galactic WNL stars is the information they provide on the effect of the environment (Crowther et al. 1995b; Hamann et al. 1995a). Previously un- on such fundamental properties as the mass-loss rate and stellar published ultraviolet (HST-FOS, IUE-HIRES) spectroscopy are evolution. In the standard picture (e.g. Maeder & Meynet 1987) presented for a subset of our programme stars. -
Multiwavelength Observations of AB Doradus
Publications of the Astronomical Society of Australia (PASA), Vol. 31, e021, 18 pages (2014). C Astronomical Society of Australia 2014; published by Cambridge University Press. doi:10.1017/pasa.2014.16 Multiwavelength Observations of AB Doradus O.B. Slee1,5, N. Erkan2, M. Johnston-Hollitt3 and E. Budding3,4 1Australia Telescope National Facility, CSIRO, Australia 2Canakkale Onsekiz Mart University, Canakkale, TR 17020, Turkey 3School of Chemical and Physical Sciences, Victoria University of Wellington, New Zealand 4Carter Observatory, Wellington, New Zealand 5Email: [email protected] (Received September 4, 2013; Accepted January 28, 2014) Abstract We have observed the bright, magnetically active multiple star AB Doradus in a multiwavelength campaign centring around two large facility allocations in November 2006 and January, 2007. Our observations have covered at least three large flares. These flares were observed to produce significant hardening of the X-ray spectra during their very initial stages. We monitored flare-related effects using the Suzaku X-ray satellite and the Australia Telescope Compact Array (ATCA) at 3.6 and 6 cm. Observations at 11 and 21 cm were also included, but they were compromised by interference. Optical monitoring was also provided by broadband B and V photometry and some high-dispersion spectrograms. From this multiwavelength coverage we find that the observed flare effects can be mainly associated with a large active region near longitude zero. The second major X-ray and microwave flare of Jan 8, 2007 was observed with a favourable geometry that allowed its initial high-energy impulsive phase to be observed in the higher frequency range of Suzaku’s XIS detectors. -
The Celestial Sphere
The Celestial Sphere Useful References: • Smart, “Text-Book on Spherical Astronomy” (or similar) • “Astronomical Almanac” and “Astronomical Almanac’s Explanatory Supplement” (always definitive) • Lang, “Astrophysical Formulae” (for quick reference) • Allen “Astrophysical Quantities” (for quick reference) • Karttunen, “Fundamental Astronomy” (e-book version accessible from Penn State at http://www.springerlink.com/content/j5658r/ Numbers to Keep in Mind • 4 π (180 / π)2 = 41,253 deg2 on the sky • ~ 23.5° = obliquity of the ecliptic • 17h 45m, -29° = coordinates of Galactic Center • 12h 51m, +27° = coordinates of North Galactic Pole • 18h, +66°33’ = coordinates of North Ecliptic Pole Spherical Astronomy Geocentrically speaking, the Earth sits inside a celestial sphere containing fixed stars. We are therefore driven towards equations based on spherical coordinates. Rules for Spherical Astronomy • The shortest distance between two points on a sphere is a great circle. • The length of a (great circle) arc is proportional to the angle created by the two radial vectors defining the points. • The great-circle arc length between two points on a sphere is given by cos a = (cos b cos c) + (sin b sin c cos A) where the small letters are angles, and the capital letters are the arcs. (This is the fundamental equation of spherical trigonometry.) • Two other spherical triangle relations which can be derived from the fundamental equation are sin A sinB = and sin a cos B = cos b sin c – sin b cos c cos A sina sinb € Proof of Fundamental Equation • O is -
On the Dynamics of the AB Doradus System
A&A 446, 733–738 (2006) Astronomy DOI: 10.1051/0004-6361:20053757 & c ESO 2006 Astrophysics On the dynamics of the AB Doradus system J. C. Guirado1, I. Martí-Vidal1, J. M. Marcaide1,L.M.Close2,J.C.Algaba1, W. Brandner3, J.-F. Lestrade4, D. L. Jauncey5,D.L.Jones6,R.A.Preston6, and J. E. Reynolds5 1 Departamento de Astronomía y Astrofísica, Universidad de Valencia, 46100 Burjassot, Valencia, Spain e-mail: [email protected] 2 Steward Observatory, University of Arizona, Tucson, Arizona 85721, USA 3 Max-Planck Institut für Astronomie, Königstuhl 17, 69117 Heidelberg, Germany 4 Observatoire de Paris/LERMA, Rue de l’Observatoire 61, 75014 Paris, France 5 Australian Telescope National Facility, P.O. Box 76, Epping, NSW 2121, Australia 6 Jet Propulsion Laboratory, California Institute of Technology, 4800 Oak Grove Drive, Pasadena, California 91109, USA Received 4 July 2005 / Accepted 21 September 2005 ABSTRACT We present an astrometric analysis of the binary systems AB Dor A /AB Dor C and AB Dor Ba /AB Dor Bb. These two systems of well-known late-type stars are gravitationally associated and they constitute the quadruple AB Doradus system. From the astrometric data available at different wavelengths, we report: (i) a determination of the orbit of AB Dor C, the very low mass companion to AB Dor A, which confirms the mass estimate of 0.090 M reported in previous works; (ii) a measurement of the parallax of AB Dor Ba, which unambiguously confirms the long-suspected physical association between this star and AB Dor A; and (iii) evidence of orbital motion of AB Dor Ba around AB Dor A, which places an upper bound of 0.4 M on the mass of the pair AB Dor Ba /AB Dor Bb (50% probability). -
A Modern Almagest an Updated Version of Ptolemy’S Model of the Solar System
A Modern Almagest An Updated Version of Ptolemy’s Model of the Solar System Richard Fitzpatrick Professor of Physics The University of Texas at Austin Contents 1 Introduction 5 1.1 Euclid’sElementsandPtolemy’sAlmagest . ......... 5 1.2 Ptolemy’sModeloftheSolarSystem . ..... 5 1.3 Copernicus’sModeloftheSolarSystem . ....... 10 1.4 Kepler’sModeloftheSolarSystem . ..... 11 1.5 PurposeofTreatise .................................. .. 12 2 Spherical Astronomy 15 2.1 CelestialSphere................................... ... 15 2.2 CelestialMotions ................................. .... 15 2.3 CelestialCoordinates .............................. ..... 15 2.4 EclipticCircle .................................... ... 17 2.5 EclipticCoordinates............................... ..... 18 2.6 SignsoftheZodiac ................................. ... 19 2.7 Ecliptic Declinations and Right Ascenesions. ........... 20 2.8 LocalHorizonandMeridian ............................ ... 20 2.9 HorizontalCoordinates.............................. .... 23 2.10 MeridianTransits .................................. ... 24 2.11 Principal Terrestrial Latitude Circles . ......... 25 2.12 EquinoxesandSolstices. ....... 25 2.13 TerrestrialClimes .................................. ... 26 2.14 EclipticAscensions .............................. ...... 27 2.15 AzimuthofEclipticAscensionPoint . .......... 29 2.16 EclipticAltitudeandOrientation. .......... 30 3 Dates 63 3.1 Introduction...................................... .. 63 3.2 Determination of Julian Day Numbers . .... 63 4 Geometric -
Cultural Astronomy
Bulgarian Journal of Physics vol. 48 (2021) 183–201 Cultural Astronomy S. R. Gullberg School of Integrative and Cultural Studies, College of Professional and Continuing Studies, University of Oklahoma, Norman, Oklahoma 73069, USA Received July 06, 2020 Abstract. Cultural astronomy is the study of the astronomy of ancient cultures and is sometimes called the anthropology of astronomy. It is explored here in detail to demonstrate the importance of including astronomical research with field research in other fields. The many ways that astronomy was used by an- cient cultures are fascinating and they exhibit well-developed visual astronomies often used for calendrical purposes. Archaeoastronomy is interdisciplinary and among its practitioners are not only astronomers and astrophysicists, but also anthropologists, archaeologists, and Indigenous scholars. It is critical that as- tronomical data collected be placed into cultural context. Much can be learned about ancient cultures though examination of how and why they used astron- omy. KEY WORDS: Cultural astronomy, archaeoastronomy, Babylonian Astronomi- cal Diaries, Inca astronomy, Milky Way, dark constellations, astronomy educa- tion 1 Introduction Cultural astronomy examines the astronomy used in ancient cultures, including orientations found at sites and structures of ancient peoples. Archaeoastronomy is quite interdisciplinary. It employs astronomy, but as well uses elements of ar- chaeology and anthropology. Investigations commonly involve potential astro- nomical alignments, and these must be placed into cultural context for meaning. Ethnoastronomy is another branch of Cultural Astronomy and it deals with the astronomical systems of living indigenous peoples. As a resource for research, the sky has changed little since antiquity. Astronomy measures events in the sky and archaeology derives data from material evidence. -
Planetesimals Around Stars with TESS (PAST) – I. Transient Dimming of a Binary Solar Analogue at the End of the Planet Accreti
MNRAS 488, 4465–4476 (2019) doi:10.1093/mnras/stz1942 Advance Access publication 2019 July 12 Planetesimals around stars with TESS (PAST) – I. Transient dimming of a binary solar analogue at the end of the planet accretion era Downloaded from https://academic.oup.com/mnras/article-abstract/488/4/4465/5531782 by California Institute of Technology user on 26 September 2019 E. Gaidos ,1,2‹ T. Jacobs,3 D. LaCourse,4 A. Vanderburg,5 S. Rappaport,6 T. Berger,2,7 L. Pearce,5 A. W. Mann,8 L. Weiss,2,7† B. Fulton,9 A. Behmard ,10 A. W. Howard,9 M. Ansdell,11,12 G. R. Ricker,13 R. K. Vanderspek,13 D. W. Latham,14 S. Seager,13,15,16 J. N. Winn17 and J. M. Jenkins18 1Department of Earth Sciences, University of Hawai’i at Manoa,¯ Honolulu, HI 96822, USA 2Kavli Institute for Theoretical Physics, UC Santa Barbara, Santa Barbara, CA 93106, USA 312812 SE 69th Place Bellevue, WA 98006, USA 47507 52nd Place NE Marysville, WA 98270, USA 5Department of Astronomy, The University of Texas at Austin, 2515 Speedway, Stop C1400, Austin, TX 78712, USA 6Department of Physics, Kavli Institute for Astrophysics and Space Research, MIT, Cambridge, MA 02139, USA 7Institute for Astronomy, University of Hawaii at Manoa,¯ Honolulu, HI 96822, USA 8Department of Physics and Astronomy, University of North Carolina at Chapel Hill, Chapel Hill, NC 27599-3255, USA 9Department of Astronomy, California Institute of Technology, 1200 East California Boulevard, Pasadena, CA 91125, USA 10Division of Geological and Planetary Sciences, California Institute of Technology, Pasadena, CA -
Kajian I'jaz Ilmi
NO. 22/IAT-U/SU-SI/2020 MAKNA AL- THÂRIQ DALAM SURAH AL-THÂRIQ (Kajian I’jaz Ilmi) SKRIPSI Diajukan untuk melengkapi salah satu syarat guna memperoleh Gelar Sarjana Agama (S.Ag) pada Program Studi Ilmu Al-Qur’ân dan Tafsir Oleh: AWNI RAMADANTI CANIA NIM: 11632200737 Pembimbing I Dr. H. Jamaluddin, M.Us Pembimbing II Masyhuri Putra,Lc.,M.Ag FAKULTAS USHULUDDIN UNIVERSITAS ISLAM NEGERI SULTAN SYARIF KASIM RIAU Pekanbaru, 2020 KATA PENGANTAR AlhamdulillahiRabbil’alamin, segala puji dan syukur kepada Allah SWT yang telah memberikan rahmat dan hidayah-Nya sehingga penulis berhasil menyelesaikan skripsi ini. Sholawat serta salam penulis sampaikan kepada junjungan Nabi Muhammad saw beserta keluarga dan sahabat serta pengikutnya hingga akhir zaman. Ucapan syukur hanya bagi Allah Swt, atas karunia dan rido-Nya sehinggapenulisan skripsi ini bisa terselesaikan, dengan judul, “MAKNA AL- THÂRIQ DALAM SURAH AL-THÂRIQ (Kajian I’jaz Ilmi).”Penulis menyadari bahwa penulisan dan penelitian ini begitu banyakkekurangan, akan tetapi berkat bimbingan dan motivasi dari berbagai pihak, makapenulisan skripsi ini dapat terselesaikan, ucapan terimakasih dari hati yangterdalam saya ucapkapkan kepada: 1. Kedua Orangtua penulis yang tercinta dan tersayang, Ayahku Awaluddin dan Mamaku Marni yang telah berkorban dalam kesusahan zhahir dan bathin, yang tidak pernah lelah mendoakan anak-anaknya, dan selalu memberi support penuh baik dalam hal materil dan non-materil dalam memfasilitasi segala kebutuhan perkuliahan sehingga penulis termotivasi untuk menyelesaikan skripsi ini dengan sebaik-baiknya. Terimakasih banyak ayah dan mama untuk semua pengorbanannya selama ini. Tidak ada yang dapat ananda lakukan untuk membalas jasa ayah dan mama. Semoga Allah senantias melindungi dan membalas jasa-jasa ayah dan mamaku tercinta. -
Astronomy B.Sc
Astronomy B.Sc. Semester I (Applicable from July 2018) Paper I Spherical Astronomy Unit 1:Geometry of the sphere:Definitions and properties of Great circle, Small circle, and the Spherical triangle. Derivations of the Cosine formula, Sine formula, The Analogue formula, and Cotangent formula. Unit 2:The Celestial sphere, The coordinate systems:Azimuth \& altitude, Right ascension \& declination, Longitude \& latitude; Hour angle; Earth's diurnal motion and annual motion, Atmospheric refraction, Rising and setting of celestial bodies. Unit 3:Twilight, Sidereal time, Mean Sun, Mean time, Equation of time, and The Universal time. Unit 4:Kepler's laws, Planetary Phenomena. Books recommended: Textbook on Spherical Astronomy by W. M. Smart Textbook on Spherical Astronomy by Gorakh Prasad Paper II General Astronomy I Unit 1:The Earth: The shape, size, rotation, and revolution of the earth, Its atmosphere; Airglow and Aurora; Origin, location and observations; Geomagnetic field, Van Allen radiation belts, trapped radiation. Unit 2:The Moon: Its Motion, surface features, phases, and tides. Unit 3:The Sun: Determination of surface temperature, surface features, chromosphere, corona, solar activity cycle and rotation. Unit 4:The solar system: Bode's law, planets, asteroids, satellites, meteors, zodiacal light and Gagenchein, structure and physics of comets, Properties and origin of solar system. Books recommended: Introduction of Astronomy by Fredrick and Baker Introduction to Astronomy by C. Payne Gaposhkin Astronomy B.Sc. Semester II (Applicable from January 2019) Paper III General Astronomy II Unit 1:Elementary ideas about formation of stars, Magnitudes and colors of stars, Apparent, absolute and bolometric magnitudes of stars, Luminosity of stars. Unit 2:Distances of stars: Trigonometrical parallax, Moving cluster method, Spectroscopic parallax; Determination of stellar mass and temperature; Elementary ideas about stellar systems: clusters of stars; Galaxies: shapes and sizes. -
Historical Development of the Terminology of Spherical Astronomy
CHAPTER 20 Historical Development of the Terminology of Spherical Astronomy 1 HE fundamental concepts and basic principles of spherical astronomy were developed in ancient times, principally by the Greeks. They had become well established by the second century, and a comprehensive treatment is included in Ptolemy's Almagest. Most of the technical terms now in use to denote the basic concepts of spherical astronomy have been transmitted from the ancient past. These terms originated in an adaptation of words and phrases of everyday language to technical usage in senses more or less appropriate to their ordinary literal meanings. The terminology con- sequently embodies many implicit records of the genesis and evolution of concepts, and of former modes of thought; but this is now obscured by the derivations from unfamiliar ancient languages, and in some cases by the changes in form and usage that have occurred during the centuries since the origin of the terms. The term horizon is an example of a word which has survived from ancient times, practically unchanged in form or meaning, and for which the original literal meaning portrays in a graphic manner the concept denoted by the technical signification. The term is merely the ancient Greek word for this celestial circle transcribed into Latin letters; and it is a very appropriate descriptive designation, because the literal Greek meaning is "boundary," it being understood that the boundary between the visible and the invisible parts of the celestial sphere is meant. It has persisted in many modern languages, unaltered except for slight variations in spelling and pronunciation peculiar to each tongue—e.g., French horizon, German Horizont, Spanish horizonte, Italian orizzonte. -
THE LARGE-SCALE MAGNETIC FIELDS of PLANET-HOSTING SOLAR-TYPE STARS a Thesis Submitted by Matthew W. Mengel, M.Phil., G.D.Inf.Tec
THE LARGE-SCALE MAGNETIC FIELDS OF PLANET-HOSTING SOLAR-TYPE STARS A Thesis Submitted by Matthew W. Mengel, M.Phil., G.D.Inf.Tech, B.Inf.Tech. For the Award of Doctor of Philosophy 2017 Abstract Stellar magnetic fields and their associated phenomena influence stellar be- haviour and evolution, and potentially have significant impacts on any surrounding planetary system. However, the nature of star-planet interactions is unclear, especially the potential impact on a star of a closely orbiting massive planet with a powerful mag- netic field. This thesis presents a spectropolarimetric survey of the large-scale magnetic fields of planet-hosting solar-type stars. While little evidence is found for a systematic dif- ference in the magnetic field characteristics of planet-hosting stars compared with the population of solar-type stars, a small positive correlation is indicated between the magnitude of the tidal effects of the planet on the star and the magnetic field strength. Nevertheless, further spectropolarimetric observations of hot Jupiter hosting systems are required to confirm this tentative relationship. For the particular case of a moderately active star with a thin convective zone and a closely orbiting hot Jupiter (τ Boötis) presented here, a remarkably rapid magnetic cycle with a period of ∼ 240 d is discovered. For stars with shallow convective en- velopes, this is an unusual occurrence and suggests a possible role for planetary tidal or magnetic interaction with the star’s convective zone and magnetic dynamo. More observations are required to verify this possible star-planet interaction and to extend the work to other similar systems as they come to light from exoplanet surveys.