William Stukeley and Athanasius Kircher
Total Page:16
File Type:pdf, Size:1020Kb
Load more
Recommended publications
-
Cómo Citar El Artículo Número Completo Más Información Del
Revista de Estudios Históricos de la Masonería Latinoamericana y Caribeña ISSN: 1659-4223 Universidad de Costa Rica Prescott, Andrew; Sommers, Susan Mitchell En busca del Apple Tree: una revisión de los primeros años de la masonería inglesa Revista de Estudios Históricos de la Masonería Latinoamericana y Caribeña, vol. 9, núm. 2, 2017, pp. 22-49 Universidad de Costa Rica DOI: 10.15517/rehmlac.v9i2.31500 Disponible en: http://www.redalyc.org/articulo.oa?id=369556476003 Cómo citar el artículo Número completo Sistema de Información Científica Redalyc Más información del artículo Red de Revistas Científicas de América Latina y el Caribe, España y Portugal Página de la revista en redalyc.org Proyecto académico sin fines de lucro, desarrollado bajo la iniciativa de acceso abierto REHMLAC+, ISSN 1659-4223, vol. 9, no. 2, diciembre 2017-abril 2018/19-46 19 En busca del Apple Tree: una revisión de los primeros años de la masonería inglesa Searching for the Apple Tree: Revisiting the Earliest Years of Organized English Freemasonry Andrew Prescott Universidad de Glasgow, Escocia [email protected] Susan Mitchell Sommers Saint Vincent College en Pennsylvania, Estados Unidos [email protected] Recepción: 20 de agosto de 2017/Aceptación: 5 de octubre de 2017 doi: https://doi.org/10.15517/rehmlac.v9i2.31500 Palabras clave Masonería; 300 años; Gran Logia; Londres; Taberna Goose and Gridiron. Keywords Freemasonry; 300 years; Grand Lodge; London; Goose and Gridiron Tavern. Resumen La tradición relata que el 24 de junio de 1717 cuatro logias en la taberna londinense Goose and Gridiron organizaron la primera gran logia de la historia. -
The Garden Designs of William Stukeley (1687–1765)
2-4 GS Reeve + RS CORR NEW_baj gs 4/9/13 10:02 PM Page 9 The BRITISH ART Journal Volume XIII, No. 3 Of Druids, the Gothic, and the origins of architecture The garden designs of William Stukeley (1687–1765) Matthew M Reeve illiam Stukeley’s central place in the historiogra- phy of eighteenth-century England is hardly Winsecure.1 His published interpretations of the megalithic monuments at Avebury (1743) and Stonehenge (1740) earned him a prominent position in the history of archaeology, and his Vetusta Monumenta ensured his rep- utation as a draughtsman and antiquarian. Recent research has shown that Stukeley was a polymath, whose related interests in astrology, Newtonian natural history and theol- ogy formed part of a broader Enlightenment world view.2 Yet, in the lengthy scholarship on Stukeley, insufficient attention has been paid to his interest in another intellectu- al and aesthetic pursuit of eighteenth-century cognoscenti: garden design.3 Stukeley’s voluminous manuscripts attest to his role as an avid designer of gardens, landscapes and garden build- ings. His own homes were the subjects of his most interesting achievements, including his hermitages at Kentish Town (1760), Stamford (Barnhill, 1744 and Austin Street 1737), and Grantham (1727).4 In this, Stukeley can be located among a number of ‘gentleman gardeners’ in the first half of the eighteenth century from the middling classes and the aristocracy.5 He toured gardens regularly, and recorded many of them in his books, journals and cor- respondence. His 1724 Itinerarium Curiosum recounts his impressions of gardens, including the recent work at Blenheim Palace and the ‘ha-ha’ in particular, and his unpublished notebooks contain a number of sketches such as the gardens at Grimsthorpe, Lincs., where he was a reg- ular visitor.6 Stukeley also designed a handful of garden buildings, apparently as gifts for friends and acquaintances. -
Newton's Aether Model
Newton’s aether model Eric Baird ([email protected]) Isaac Newton is usually associated with the idea of absolute space and time, and with ballistic light-corpuscle arguments. However, Newton was also a proponent of wave/particle duality, and published a “new” variable-density aether model in which light and matter trajectories were either bent by gravitational fields, or deflected by an aether density gradient. Newton’s (flawed) aether model can be considered as an early attempt at a curved-space model of gravity. 1. Introduction In “Opticks”, Newton’s idealised absolute space Modern textbooks typically say that Newton is occupied by a “new” form of medium whose believed that space and time were absolute and density depends on gravitational properties, inviolable. However, a reading of Newton’s with variations in aether density producing the “Principia” [1] and “Opticks” [2] reveals a effects that would otherwise be described as the rather different picture, with Optiks in results of a gravitational field. The resulting particular documenting Newton’s attempt to metric associates a gravitational field with produce a model of gravity in which a signal flight-time differences (see: Shapiro gravitational field could be represented as a effect) that deflect light, leading to a normalised series of light-distance differentials, or as a lightbeam-geometry that is not Euclidean. Since variation in lightspeed or refractive index. This these effects are described in modern theory as can be compared to Einstein’s “refractive” the effects of curved space, it seems reasonable approach to gravitational light-bending in 1911 to interpret Newton’s “absolute space” as an ( [3] §4 ) and to his description of general absolute Euclidean embedding-space that acts relativity as a (nonparticulate!) gravitational as a container for non-Euclidean geometry, aether model in 1920 [4][5]. -
Weighing the World the Reverend John Michell of Thornhill
66 Human Sciences Springer News 7/2011 springer.com/NEWSonline R. McCormmach, Eugene, OR, USA (Ed.) Weighing the World The Reverend John Michell of Thornhill The book about John Michell (1724-93) has two parts. The first and longest part is biographical, an account of Michell’s home setting (Notting- hamshire in England), the clerical world in which he grew up (Church of England), the university (Cambridge) where he studied and taught, and the scientific activities he made the center of his life. The second part is a complete edition of his known letters. Half of his letters have not been previously published; the other half are brought together in one place for the first time. The letters touch on all aspects of his career, and because they are in his words, they help bring the subject to life. His publi- cations were not many, a slim book on magnets and magnetism, one paper on geology, two papers on astronomy, and a few brief papers on other topics, but they were enough to leave a mark on several sciences. He has been called a geologist, an astronomer, and a physicist, which he was, though we best remember him as a natural philosopher, as one who investigated physical nature broadly. His scientific contribution is not easy to summa- rize. Arguably he had the broadest competence of any British natural philosopher of the eighteenth century: equally skilled in experiment and obser- vation, mathematical theory, and instruments, his field of inquiry was the universe. From the structure of the heavens through the structure of the Earth to the forces of the elementary particles of matter, he carried out original and far-reaching researches on the workings of nature. -
Michell, Laplace and the Origin of the Black Hole Concept
Journal of Astronomical History and Heritage , 12(2), 90-96 (2009). MICHELL, LAPLACE AND THE ORIGIN OF THE BLACK HOLE CONCEPT Colin Montgomery, Wayne Orchiston and Ian Whittingham Centre for Astronomy, James Cook University, Townsville, Queensland 4811, Australia E-Mail: [email protected]; [email protected]; [email protected] Abstract: Black holes are fundamental to our understanding of modern astrophysics, yet the origin of this concept can be traced back to the writings of England’s John Michell and France’s Pierre-Simon Laplace in 1784 and 1796 respectively. Both independently postulated the existence of “non-luminous bodies”, and while Michell used graphical methods to explain his concept, Laplace published a mathematical ‘proof’ in 1799. Key Words: Michell, Laplace, black holes, missing mass, dark matter 1 INTRODUCTION There is no known image of John Michell but we have a description of him which was recorded in Cole The concept of a black hole is now widely accepted in MSS XXXIII, 156, in the British Library : astronomy and is applied to a range of bodies, extend- ing from extremely small primordial black holes form- John Michell, BD is a little short Man, of a black ed during the Big Bang with masses less than the Complexion, and fat; but having no Acquaintance with him, can say little of him. I think he had the care of St. mass of the Earth, to stellar-remnant black holes with Botolph’s Church, while he continued Fellow of masses of 3-30 M resulting from supernova explos- Queens’ College [Cambridge], where he was esteemed ions, up to supermassive black holes with masses of a very ingenious Man, and an excellent Philosopher. -
Swindon and Its Environs
•/ BY THE SAME AUTHOR. ARTHUR YOUNG ANNOUNCES FOR PUBLICATION DURING 1897. THE HISTORY OF MALMESBURY ABBEY by Richard Jefferies, Edited, with Histori- cal Notes, by Grace Toplis. Illustrated by Notes on the present state of the Abbey Church, and reproductions from Original Drawings by Alfred Alex. Clarke (Author of a Monograph on Wells Cathedral). London : SiMPKiN, Marshall, Hamilton, Kent & Co., Ltd. V* THREE HUNDRED AND FIFTY COPIES OF THIS EDITION PRINTED FOR SALE r JEFFERIES' LAND A History of Swindon and its Environs pi o I—I I—I Ph < u -^ o u > =St ?^"^>^ittJ JEFFERIES' LAND A History of Swindon and its Environs BY THE LATE RICHARD JEFFERIES EDITED WITH NOTES BY GRACE TOPLIS WITH MAP AND ILLUSTRATIONS London Simpkin, Marshall, Hamilton, Kent & Co Ltd Wells, Somerset : Arthur Young MDCCCXCVI ^y^' COPYRIGHT y4// Rights Reserved CONTENTS CHAP. LIST OF ILLUSTRATIONS CHAP. PAGE 1. Ivy-Church. Avebury Font , Fro7itispiece 2. Jefferies' House, Victorl^, Street, ' Swindon I. i 3. The Lawn, Swindon I. 4. Ruins of Holyrood Church 5. The Reservoir, Coate . 6. Wanborough Church , . 7. Entrance to Swindon from Coate 8. Marlborough Lane 9. Day House Farm, Coate 10. Chisledon Church 11. Jefferies' House, Coate 12. West Window, Fairford Church Note. —The illustrations are reproductions from drawings by Miss Agnes Taylor, Ilminster, mostly from photographs taken especially by Mr. Chas. Andrew, Swindon. viii INTRODUCTION T IFE teaches no harder lesson to any man I ^ than the bitter truth—as true as bitter— that ''A prophet is not without honour, save hi his own country, and in his own housed Andfo7'ei7iost among modern prophets who have had to realize its bitterness stands Richard '' Jefferies, the ''prophet'' of field and hedge- " row and all the simple daily beauty which lies " about tis on every hand. -
Cavendish Weighs the Earth, 1797
CAVENDISH WEIGHS THE EARTH Newton's law of gravitation tells us that any two bodies attract each other{not just the Earth and an apple, or the Earth and the Moon, but also two apples! We don't feel the attraction between two apples if we hold one in each hand, as we do the attraction of two magnets, but according to Newton's law, the two apples should attract each other. If that is really true, it might perhaps be possible to directly observe the force of attraction between two objects in a laboratory. The \great moment" when that was done came on August 5, 1797, in a garden shed in suburban London. The experimenter was Lord Henry Cavendish. Cavendish had inherited a fortune, and was therefore free to follow his inclinations, which turned out to be scientific. In addition to the famous experiment described here, he was also the discoverer of “inflammable air", now known as hydrogen. In those days, science in England was often pursued by private citizens of means, who communicated through the Royal Society. Although Cavendish studied at Cambridge for three years, the universities were not yet centers of scientific research. Let us turn now to a calculation. How much should the force of gravity between two apples actually amount to? Since the attraction between two objects is proportional to the product of their masses, the attraction between the apples should be the weight of an apple times the ratio of the mass of an apple to the mass of the Earth. The weight of an apple is, according to Newton, the force of attraction between the apple and the Earth: GMm W = R2 where G is the \gravitational constant", M the mass of the Earth, m the mass of an apple, and R the radius of the Earth. -
John Denham: New Letters and Documents
JOHN DENHAM: NEW LETTERS AND DOCUMENTS HILTON KELLIHER IT was inevitable that the fundamental divisions made in English society by the Civil Wars should affect the ranks of the poets and playwrights, and unsurprising that the former largely and the latter almost entirely would adhere to the king's party. Not that, from our more distant vantage-point at least, the literary advantage lay with the larger faction. When the lines were drawn the Parliamentarians could muster Milton, Marvell, the young Dryden, and, proximum longo intervalloj the elderly George Wither, who had done his best work in the reign of James L Edmund Waller occupied an unenviable position between the two camps; while Cowley, Denham, Fanshawe, Lovelace, Quarks, and Suckling, along with the dramatists Davenant, the two Killigrews and Shirley, are the most notable of those who either served Charles I or his successor in exile or suffered directly on their behalf. Among the latter party John Denham (fig. i) occupied in political terms a moderately distinguished place, acting as agent at home and as envoy abroad to both Charles Stuarts in turn. As a poet he is chiefly remembered as the author of Cooper^s Hill^ the first great topographical poem in the language, and he is sometimes said to be the one who did most to promote the transition of English verse from the Metaphysical to the Augustan mode. The purpose of the present rather disjointed notes is to supplement the very different but equally indispensable accounts given by his earliest biographer, John Aubrey,^ and his latest, Brendan O'Hehir,^ with some letters and documents that have recently come to light, more especially relating to his life in exile on the Continent between September 1648 and March 1653. -
The Architecture of Joseph Michael Gandy (1771-1843) and Sir John Soane (1753-1837): an Exploration Into the Masonic and Occult Imagination of the Late Enlightenment
University of Pennsylvania ScholarlyCommons Publicly Accessible Penn Dissertations 2003 The Architecture of Joseph Michael Gandy (1771-1843) and Sir John Soane (1753-1837): An Exploration Into the Masonic and Occult Imagination of the Late Enlightenment Terrance Gerard Galvin University of Pennsylvania Follow this and additional works at: https://repository.upenn.edu/edissertations Part of the Architecture Commons, European History Commons, Social and Behavioral Sciences Commons, and the Theory and Criticism Commons Recommended Citation Galvin, Terrance Gerard, "The Architecture of Joseph Michael Gandy (1771-1843) and Sir John Soane (1753-1837): An Exploration Into the Masonic and Occult Imagination of the Late Enlightenment" (2003). Publicly Accessible Penn Dissertations. 996. https://repository.upenn.edu/edissertations/996 This paper is posted at ScholarlyCommons. https://repository.upenn.edu/edissertations/996 For more information, please contact [email protected]. The Architecture of Joseph Michael Gandy (1771-1843) and Sir John Soane (1753-1837): An Exploration Into the Masonic and Occult Imagination of the Late Enlightenment Abstract In examining select works of English architects Joseph Michael Gandy and Sir John Soane, this dissertation is intended to bring to light several important parallels between architectural theory and freemasonry during the late Enlightenment. Both architects developed architectural theories regarding the universal origins of architecture in an attempt to establish order as well as transcend the emerging historicism of the early nineteenth century. There are strong parallels between Soane's use of architectural narrative and his discussion of architectural 'model' in relation to Gandy's understanding of 'trans-historical' architecture. The primary textual sources discussed in this thesis include Soane's Lectures on Architecture, delivered at the Royal Academy from 1809 to 1836, and Gandy's unpublished treatise entitled the Art, Philosophy, and Science of Architecture, circa 1826. -
William Jones's Ancient Theology
SINO-PLATONIC PAPERS Number 191 July, 2009 William Jones’s Ancient Theology by Urs App Victor H. Mair, Editor Sino-Platonic Papers Department of East Asian Languages and Civilizations University of Pennsylvania Philadelphia, PA 19104-6305 USA [email protected] www.sino-platonic.org SINO-PLATONIC PAPERS is an occasional series edited by Victor H. Mair. The purpose of the series is to make available to specialists and the interested public the results of research that, because of its unconventional or controversial nature, might otherwise go unpublished. The editor actively encourages younger, not yet well established, scholars and independent authors to submit manuscripts for consideration. Contributions in any of the major scholarly languages of the world, including Romanized Modern Standard Mandarin (MSM) and Japanese, are acceptable. In special circumstances, papers written in one of the Sinitic topolects (fangyan) may be considered for publication. Although the chief focus of Sino-Platonic Papers is on the intercultural relations of China with other peoples, challenging and creative studies on a wide variety of philological subjects will be entertained. This series is not the place for safe, sober, and stodgy presentations. Sino-Platonic Papers prefers lively work that, while taking reasonable risks to advance the field, capitalizes on brilliant new insights into the development of civilization. The only style-sheet we honor is that of consistency. Where possible, we prefer the usages of the Journal of Asian Studies. Sinographs (hanzi, also called tetragraphs [fangkuaizi]) and other unusual symbols should be kept to an absolute minimum. Sino-Platonic Papers emphasizes substance over form. Submissions are regularly sent out to be refereed and extensive editorial suggestions for revision may be offered. -
KAREN THOMSON CATALOGUE 103 UNIQUE OR RARE with A
KAREN THOMSON CATALOGUE 103 UNIQUE OR RARE with a Newtonian section & a Jane Austen discovery KAREN THOMSON RARE BOOKS CATALOGUE 103 UNIQUE OR RARE With a Newtonian section (1-8), and a Jane Austen discovery (16) [email protected] NEWTONIANA William Jones’ copy [1] Thomas Rudd Practicall Geometry, in two parts: the first, shewing how to perform the foure species of Arithmeticke (viz: addition, substraction, multiplication, and division) together with reduction, and the rule of proportion in figures. The second, containing a hundred geometricall questions, with their solutions & demonstrations, some of them being performed arithmetically, and others geometrically, yet all without the help of algebra. Imprinted at London by J.G. for Robert Boydell, and are to be sold at his Shop in the Bulwarke neer the Tower, 1650 £1500 Small 4to. pp. [vii]+56+[iv]+139. Removed from a volume of tracts bound in the eighteenth century for the Macclesfield Library with characteristically cropped inscription, running titles, catchwords and page numbers, and shaving three words of the text on H4r. Ink smudge to second title page verso, manuscript algebraic solution on 2Q3 illustrated below, Macclesfield armorial blindstamp, clean and crisp. First edition, one of two issues published in the same year (the other spelling “Practical” in the title). William Jones (1675-1749) was employed by the second Earl of Macclesfield at Shirburn Castle as his mathematics instructor, and at his death left his pupil and patron the most valuable mathematical library in England, which included Newton manuscript material. Jones was an important promoter of Isaac Newton’s work, as well as being a friend: William Stukeley (see item 6), in the first biography of Newton, describes visiting him “sometime with Dr. -
Cotton Mather's Relationship to Science
Georgia State University ScholarWorks @ Georgia State University English Theses Department of English 4-16-2008 Cotton Mather's Relationship to Science James Daniel Hudson Follow this and additional works at: https://scholarworks.gsu.edu/english_theses Part of the English Language and Literature Commons Recommended Citation Hudson, James Daniel, "Cotton Mather's Relationship to Science." Thesis, Georgia State University, 2008. https://scholarworks.gsu.edu/english_theses/33 This Thesis is brought to you for free and open access by the Department of English at ScholarWorks @ Georgia State University. It has been accepted for inclusion in English Theses by an authorized administrator of ScholarWorks @ Georgia State University. For more information, please contact [email protected]. COTTON MATHER’S RELATIONSHIP TO SCIENCE by JAMES DANIEL HUDSON Under the Direction of Dr. Reiner Smolinski ABSTRACT The subject of this project is Cotton Mather’s relationship to science. As a minister, Mather’s desire to harmonize science with religion is an excellent medium for understanding the effects of the early Enlightenment upon traditional views of Scripture. Through “Biblia Americana” and The Christian Philosopher, I evaluate Mather’s effort to relate Newtonian science to the six creative days as recorded in Genesis 1. Chapter One evaluates Mather’s support for the scientific theories of Isaac Newton and his reception to natural philosophers who advocate Newton’s theories. Chapter Two highlights Mather’s treatment of the dominant cosmogonies preceding Isaac Newton. The Conclusion returns the reader to Mather’s principal occupation as a minister and the limits of science as informed by his theological mind. Through an exploration of Cotton Mather’s views on science, a more comprehensive understanding of this significant early American and the ideological assumptions shaping his place in American history is realized.