Gravitational-Wave Research As an Emerging Field in the Max Planck Society. the Long Roots of GEO600 and of the Albert Einstein
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Detection of Gravitational Collapse J
Detection of gravitational collapse J. Craig Wheeler and John A. Wheeler Citation: AIP Conference Proceedings 96, 214 (1983); doi: 10.1063/1.33938 View online: http://dx.doi.org/10.1063/1.33938 View Table of Contents: http://scitation.aip.org/content/aip/proceeding/aipcp/96?ver=pdfcov Published by the AIP Publishing Articles you may be interested in Chaos and Vacuum Gravitational Collapse AIP Conf. Proc. 1122, 172 (2009); 10.1063/1.3141244 Dyadosphere formed in gravitational collapse AIP Conf. Proc. 1059, 72 (2008); 10.1063/1.3012287 Gravitational Collapse of Massive Stars AIP Conf. Proc. 847, 196 (2006); 10.1063/1.2234402 Analytical modelling of gravitational collapse AIP Conf. Proc. 751, 101 (2005); 10.1063/1.1891535 Gravitational collapse Phys. Today 17, 21 (1964); 10.1063/1.3051610 This article is copyrighted as indicated in the article. Reuse of AIP content is subject to the terms at: http://scitation.aip.org/termsconditions. Downloaded to IP: 128.83.205.78 On: Mon, 02 Mar 2015 21:02:26 214 DETECTION OF GRAVITATIONAL COLLAPSE J. Craig Wheeler and John A. Wheeler University of Texas, Austin, TX 78712 ABSTRACT At least one kind of supernova is expected to emit a large flux of neutrinos and gravitational radiation because of the collapse of a core to form a neutron star. Such collapse events may in addition occur in the absence of any optical display. The corresponding neutrino bursts can be detected via Cerenkov events in the same water used in proton decay experiments. Dedicated equipment is under construction to detect the gravitational radiation. -
Ira Sprague Bowen Papers, 1940-1973
http://oac.cdlib.org/findaid/ark:/13030/tf2p300278 No online items Inventory of the Ira Sprague Bowen Papers, 1940-1973 Processed by Ronald S. Brashear; machine-readable finding aid created by Gabriela A. Montoya Manuscripts Department The Huntington Library 1151 Oxford Road San Marino, California 91108 Phone: (626) 405-2203 Fax: (626) 449-5720 Email: [email protected] URL: http://www.huntington.org/huntingtonlibrary.aspx?id=554 © 1998 The Huntington Library. All rights reserved. Observatories of the Carnegie Institution of Washington Collection Inventory of the Ira Sprague 1 Bowen Papers, 1940-1973 Observatories of the Carnegie Institution of Washington Collection Inventory of the Ira Sprague Bowen Paper, 1940-1973 The Huntington Library San Marino, California Contact Information Manuscripts Department The Huntington Library 1151 Oxford Road San Marino, California 91108 Phone: (626) 405-2203 Fax: (626) 449-5720 Email: [email protected] URL: http://www.huntington.org/huntingtonlibrary.aspx?id=554 Processed by: Ronald S. Brashear Encoded by: Gabriela A. Montoya © 1998 The Huntington Library. All rights reserved. Descriptive Summary Title: Ira Sprague Bowen Papers, Date (inclusive): 1940-1973 Creator: Bowen, Ira Sprague Extent: Approximately 29,000 pieces in 88 boxes Repository: The Huntington Library San Marino, California 91108 Language: English. Provenance Placed on permanent deposit in the Huntington Library by the Observatories of the Carnegie Institution of Washington Collection. This was done in 1989 as part of a letter of agreement (dated November 5, 1987) between the Huntington and the Carnegie Observatories. The papers have yet to be officially accessioned. Cataloging of the papers was completed in 1989 prior to their transfer to the Huntington. -
LIGO Detector and Hardware Introduction
LIGO Detector and Hardware Introduction Virtual Open Data Workshop May 2020 LIGO-G2000795 Outline • Introduction 45W • Interferometry 40W 1.6kW 200kW Locking Optical cavities • Hardware • Noise Fundamental Technical • Commissioning/Observation Runs • Future Detector Plans • Bibliography Gravitational Waves • Metric tensor perturbation in GR = + 2 polarization in GR Scalar and other possible waves ℎ • Free falling masses • Change in laser propagation time • Phase difference in light ∝ ℎ • Interferometry detects phase difference ∝ ℎ • Astronomical Sources Modeling Modeled Unmodeled /Length Modeled vs Unmodeled Short Inspirals (BBH, Bursts Short vs Long BNS, BH/NS) (Supernova) Long Continuous Waves Stochastic Known vs Unknown (Pulsars) Background Sensitivity Estimate • Strain from single photon: = 10 2 • Need strain 10 � −10 ℎ ≅ • Shot noise SNR− 22 = 10 improvement,∝ � 10 photons At1 1002 Hz equivalent to power24 of 20 MW • • With 200 W of input laser power, 45W 200kW 40W 1.6kW requires power gain of 100,000 Total optical gain in LIGO is ~50,000 Ignores other noise sources Gravitational Wave Detector Network GEO 600: Germany Virgo: Italy KAGRA: Japan Interferometry • Book by Peter Saulson • Michelson interferometer Fringe splitting • Fabry-Perot arms Cavity pole, = ⁄4ℱ • Pound-Drever-Hall locking 45W 200kW 40W 1.6kW Match laser frequency to cavity length RF modulation with EOM • Feedback and controls Other LIGO Cavities • Mode cleaners Input and output 45W 200kW 40W 1.6kW Single Gauss-Laguerre mode • Power recycling Output dark -
LIGO Listens for Gravitational Waves
Probing Physics and Astrophysics with Gravitational Wave Observations Peter Shawhan Mid-Atlantic Senior Physicists’ Group January 18, 2017 GOES-8 image produced by M. Jentoft-Nilsen, F. Hasler, D. Chesters LIGO-G1600320-v10 (NASA/Goddard) and T. Nielsen (Univ. of Hawaii) NEWS FLASH: We detected gravitational waves 2 We = the LIGO Scientific Collaboration ))) together with the Virgo Collaboration ))) … using the LIGO* Observatories * LIGO = Laser Interferometer Gravitational-wave Observatory LIGO Hanford LIGO Livingston 4 ))) … after the Advanced LIGO Upgrade Comprehensive upgrade of Initial LIGO instrumentation in same vacuum system Higher-power laser Larger mirrors First Advanced LIGO Higher finesse arm cavities observing run, “O1”, was Stable recycling cavities Sep 2015 to Jan 2016 Signal recycling mirror Output mode cleaner Improvements and more … 5 ))) GW150914 Signal arrived 7 ms earlier at L1 Bandpassfiltered 6 ))) Looks just like a binary black hole merger! Bandpass filtered Matches well to BBH template when filtered the same way 7 ))) Announcing the Detection 8 ))) A Big Splash in February with both the scientific community and the general public! • Press conference • PRL web site • Twitter • Facebook • Newspapers & magazines • YouTube videos • The Late Show, SNL, … 9 A long-awaited confirmation 10 ((( Gravitational Waves ))) Predicted to exist by Einstein’s general theory of relativity … which says that gravity is really an effect of “curvature” in the geometry of space-time, caused by the presence of any object with mass Expressed -
Joint Comments on Treatment of Biomass (PDF)
October 31, 2018 Joint Comments of Clean Air Task Force, Natural Resources Defense Council, Center for Biological Diversity, Clean Air Council, Clean Wisconsin, Conservation Law Foundation, Dogwood Alliance, Partnership for Policy Integrity, and Sierra Club on the Treatment of Biomass-Based Power Generation in EPA’s Proposed Emission Guidelines for Greenhouse Gas Emissions from Existing Electric Utility Generating Units; Revisions to Emission Guideline Implementing Regulations; Revisions to New Source Review Program (83 Fed. Reg. 44746 (August 31, 2018) Docket No. EPA-HQ-OAR-2017-0355 Submitted via regulations.gov Environmental and public health organizations Clean Air Task Force, Natural Resources Defense Council, Center for Biological Diversity, Clean Air Council, Clean Wisconsin, Conservation Law Foundation, Dogwood Alliance, Partnership for Policy Integrity, and Sierra Club hereby submit the following comments on the “best system of emission reduction” and other issues EPA’s proposed rule “Emission Guidelines for Greenhouse Gas Emissions from EXisting Electric Utility Generating Units; Revisions to Emission Guideline Implementing Regulations; Revisions to New Source Review Program,” 83 Fed. Reg. 44,746 (Aug. 31, 2018). [I] Overview Climate change continues to intensify and threaten public health and welfare. A recent report from the Intergovernmental Panel on Climate Change (IPCC) concludes that if greenhouse gas (GHG) emissions continue at the current rate, the atmosphere will warm by as much as 1.5°C (or 2.7°F) by 2040.1 “Climate-related risks to health, livelihoods, food security, water supply, human security, and economic growth are projected to increase with global warming of 1.5°C and increase further with 2°C.”2 The power sector was responsible for 29 percent of the climate-warming GHGs emitted in the United States in 2017,3 making it imperative that the U.S. -
Digital Society
B56133 The Science Magazine of the Max Planck Society 4.2018 Digital Society POLITICAL SCIENCE ASTRONOMY BIOMEDICINE LEARNING PSYCHOLOGY Democracy in The oddballs of A grain The nature of decline in Africa the solar system of brain children’s curiosity SCHLESWIG- Research Establishments HOLSTEIN Rostock Plön Greifswald MECKLENBURG- WESTERN POMERANIA Institute / research center Hamburg Sub-institute / external branch Other research establishments Associated research organizations Bremen BRANDENBURG LOWER SAXONY The Netherlands Nijmegen Berlin Italy Hanover Potsdam Rome Florence Magdeburg USA Münster SAXONY-ANHALT Jupiter, Florida NORTH RHINE-WESTPHALIA Brazil Dortmund Halle Manaus Mülheim Göttingen Leipzig Luxembourg Düsseldorf Luxembourg Cologne SAXONY DanielDaniel Hincapié, Hincapié, Bonn Jena Dresden ResearchResearch Engineer Engineer at at Marburg THURINGIA FraunhoferFraunhofer Institute, Institute, Bad Münstereifel HESSE MunichMunich RHINELAND Bad Nauheim PALATINATE Mainz Frankfurt Kaiserslautern SAARLAND Erlangen “Germany,“Germany, AustriaAustria andand SwitzerlandSwitzerland areare knownknown Saarbrücken Heidelberg BAVARIA Stuttgart Tübingen Garching forfor theirtheir outstandingoutstanding researchresearch opportunities.opportunities. BADEN- Munich WÜRTTEMBERG Martinsried Freiburg Seewiesen AndAnd academics.comacademics.com isis mymy go-togo-to portalportal forfor jobjob Radolfzell postings.”postings.” Publisher‘s Information MaxPlanckResearch is published by the Science Translation MaxPlanckResearch seeks to keep partners and -
LIGO's Unsung Heroes : Nature News & Comment
NATURE | NEWS LIGO's unsung heroes Nature highlights just a few of the people who played a crucial part in the discovery of gravitational waves — but didn’t win the Nobel Prize. Davide Castelvecchi 09 October 2017 Corrected: 19 October 2017 Joe McNally/Getty LIGO hunts gravitational waves with the help of two laser interferometers — and hundreds of people. Expand Every October, the announcements of the Nobel Prizes bring with them some controversy. This year’s physics prize — in recognition of the Laser Interferometer Gravitational-Wave Observatory (LIGO) in the United States — was less debated than most. The three winners — Kip Thorne and Barry Barish, both at the California Institute of Technology (Caltech) in Pasadena, and Rainer Weiss at the Massachusetts Institute of Technology (MIT) in Cambridge — had attracted near-universal praise for their roles in the project’s success. But the award has still put into stark relief the difficulty of singling out just a few individuals from the large collaborations of today’s 'Big Science'. The LIGO collaboration uses two giant laser interferometers to listen for deformations in space-time caused by some of the Universe’s most cataclysmic events. Physicists detected their first gravitational waves — interpreted as being produced by the collision of two black holes more than a billion years ago — in September 2015. The resulting paper, published in February 20161, has a mind-boggling 1,004 authors. Some of those are members of the LIGO Laboratory, the Caltech–MIT consortium that manages LIGO’s two interferometers in Louisiana and Washington State. But the list also includes the larger LIGO Scientific Collaboration: researchers from 18 countries, some of which — such as Germany and the United Kingdom — have made crucial contributions to the detectors. -
Hamilton's Ricci Flow
The University of Melbourne, Department of Mathematics and Statistics Hamilton's Ricci Flow Nick Sheridan Supervisor: Associate Professor Craig Hodgson Second Reader: Professor Hyam Rubinstein Honours Thesis, November 2006. Abstract The aim of this project is to introduce the basics of Hamilton's Ricci Flow. The Ricci flow is a pde for evolving the metric tensor in a Riemannian manifold to make it \rounder", in the hope that one may draw topological conclusions from the existence of such \round" metrics. Indeed, the Ricci flow has recently been used to prove two very deep theorems in topology, namely the Geometrization and Poincar´eConjectures. We begin with a brief survey of the differential geometry that is needed in the Ricci flow, then proceed to introduce its basic properties and the basic techniques used to understand it, for example, proving existence and uniqueness and bounds on derivatives of curvature under the Ricci flow using the maximum principle. We use these results to prove the \original" Ricci flow theorem { the 1982 theorem of Richard Hamilton that closed 3-manifolds which admit metrics of strictly positive Ricci curvature are diffeomorphic to quotients of the round 3-sphere by finite groups of isometries acting freely. We conclude with a qualitative discussion of the ideas behind the proof of the Geometrization Conjecture using the Ricci flow. Most of the project is based on the book by Chow and Knopf [6], the notes by Peter Topping [28] (which have recently been made into a book, see [29]), the papers of Richard Hamilton (in particular [9]) and the lecture course on Geometric Evolution Equations presented by Ben Andrews at the 2006 ICE-EM Graduate School held at the University of Queensland. -
A Brief History of Gravitational Waves
Review A Brief History of Gravitational Waves Jorge L. Cervantes-Cota 1, Salvador Galindo-Uribarri 1 and George F. Smoot 2,3,4,* 1 Department of Physics, National Institute for Nuclear Research, Km 36.5 Carretera Mexico-Toluca, Ocoyoacac, Mexico State C.P.52750, Mexico; [email protected] (J.L.C.-C.); [email protected] (S.G.-U.) 2 Helmut and Ana Pao Sohmen Professor at Large, Institute for Advanced Study, Hong Kong University of Science and Technology, Clear Water Bay, 999077 Kowloon, Hong Kong, China. 3 Université Sorbonne Paris Cité, Laboratoire APC-PCCP, Université Paris Diderot, 10 rue Alice Domon et Leonie Duquet 75205 Paris Cedex 13, France. 4 Department of Physics and LBNL, University of California; MS Bldg 50-5505 LBNL, 1 Cyclotron Road Berkeley, CA 94720, USA. * Correspondence: [email protected]; Tel.:+1-510-486-5505 Abstract: This review describes the discovery of gravitational waves. We recount the journey of predicting and finding those waves, since its beginning in the early twentieth century, their prediction by Einstein in 1916, theoretical and experimental blunders, efforts towards their detection, and finally the subsequent successful discovery. Keywords: gravitational waves; General Relativity; LIGO; Einstein; strong-field gravity; binary black holes 1. Introduction Einstein’s General Theory of Relativity, published in November 1915, led to the prediction of the existence of gravitational waves that would be so faint and their interaction with matter so weak that Einstein himself wondered if they could ever be discovered. Even if they were detectable, Einstein also wondered if they would ever be useful enough for use in science. -
Ral History Interview with Martin Schwarzschild
An Interview with MARTIN SCHWARZSCHILD OH 124 Conducted by William Aspray on 18 November 1986 Princeton, NJ Charles Babbage Institute Center for the History of Information Processing University of Minnesota, Minneapolis Copyright, Charles Babbage Institute 1 Martin Schwarzschild Interview 18 November 1986 Abstract Schwarzschild describes his early training in automatic computing when he assumed the position of director of the Watson Scientific Computation Laboratory at Columbia University upon the resignation of Wallace Eckert. Schwarzschild describes the computational research he did there on stellar models using advanced IBM tabulating equipment. He next turns to his experience during world war II at Aberdeen Proving Grounds as an enlisted member of the army working on bomb blasts, and mentions work of R. H. Kent, L. Dederick, IBM personnel, John von Neumann, and other scientific consultants on the design of new automatic calculating equipment for the laboratories. Schwarzschild answers questions about the relationship between Kent and von Neumann. His final topic is the work during the 1950s he undertook on stellar interiors using the Institute for Advanced Study computer. He describes his experiences trying to use the computer for large scientific purposes, and recalls the reception of his computational research by the professional astronomy journals. 2 MARTIN SCHWARZSCHILD INTERVIEW DATE: 18 November 1986 INTERVIEWER: William Aspray LOCATION: Princeton, NJ ASPRAY: This is an interview on the 18th of November, 1986 with Martin Schwarzschild in his office at Princeton University. The interviewer is William Aspray of the Charles Babbage Institute. Let's begin by talking about your contacts with von Neumann during the second world war. -
Inverse Mean Curvature Evolution of Entire Graphs
INVERSE MEAN CURVATURE EVOLUTION OF ENTIRE GRAPHS PANAGIOTA DASKALOPOULOS AND GERHARD HUISKEN n Abstract. We study the evolution of strictly mean-convex entire graphs over R by Inverse Mean Curvature flow. First we establish the global existence of starshaped entire graphs with superlinear growth at infinity. The main result in this work concerns the critical case of asymptotically conical entire convex graphs. In this case we show that there exists a time T < +1, which depends on the growth at infinity of the initial data, such that the unique solution of the flow exists for all t < T . Moreover, as t ! T the solution converges to a flat plane. Our techniques exploit the ultra-fast diffusion character of the fully-nonlinear flow, a property that implies that the asymptotic behavior at spatial infinity of our solution plays a crucial influence on the maximal time of existence, as such behavior propagates infinitely fast towards the interior. Contents 1. Introduction 1 2. The geometric equations and preliminaries 5 3. Self-similar solutions 10 4. The super-linear case and short time existence 13 5. Lp bounds on 1=H 23 6. L1 estimates on 1=H 29 7. Long time existence Theorem 1.1 40 References 41 arXiv:1709.06665v1 [math.DG] 19 Sep 2017 1. Introduction n n+1 We consider a family of immersions Ft : M ! R of n-dimensional mean convex hypersurfaces n+1 n in R . We say that Mt := Ft(M ) moves by inverse mean curvature flow if @ (1.1) F (z; t) = H−1(z; t) ν(z; t); z 2 M n @t where H(z; t) > 0 and ν(z; t) denote the mean curvature and exterior unit normal of the surface Mt at the point F (z; t). -
The Newtonian Limit of General Relativity
The Newtonian Limit of General Relativity Dissertation zur Erlangung des Doktorgrades der Naturwissenschaften an der Fakult¨atMathematik und Physik der Eberhard-Karls-Universit¨atT¨ubingen vorgelegt von Maren Reimold aus N¨ordlingen Unterst¨utztdurch das Evangelische Studienwerk Villigst e.V. T¨ubingen,September 3, 2010 Contents Deutsche Zusammenfassung 3 Introduction 5 0.1 Transitions from tangent and cotangent space and induced connections 8 0.2 Concepts of curvature . 9 0.3 Newton's theory of gravitation and Einstein's theory of relativity . 13 1 Frame theory 19 1.1 The structure of the frame theory . 19 1.2 Linear Algebra . 23 1.3 Transfer to the frame theory . 30 1.4 The case λ =0 ............................. 34 2 The Newtonian limit: definition and existence 63 2.1 Definition of the Newtonian limit . 63 2.2 Extension of spacetimes . 66 2.3 Examples . 66 2.4 Existence of a limit . 75 2.5 Static and spherically symmetric spacetimes . 82 3 Existence of genuine Newtonian limits 95 3.1 Transformation of coordinates . 96 3.2 Conditions for the curvature tensor . 103 3.3 Asymptotically flat spacetimes . 106 A Appendix 121 A.1 The Schwarzschild spacetime . 121 A.2 The Kerr spacetime . 128 Index 151 Bibliography 153 1 Deutsche Zusammenfassung So lange es die Allgemeine Relativit¨atstheoriegibt, so lange gibt es auch die zugeh¨origeFrage, inwieweit man die Newtonsche Gravitationstheorie als einen Spezialfall oder doch wenigstens als eine Grenzlage der Allgemeinen Relativit¨ats- theorie auffassen kann. Schon am 18. November 1915, eine Woche bevor