David Bohm, the Hot Times of the Cold War, and His Struggle for a New Interpretation O
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Divine Action and the World of Science: What Cosmology and Quantum Physics Teach Us About the Role of Providence in Nature 247 Bruce L
Journal of Biblical and Theological Studies JBTSVOLUME 2 | ISSUE 2 Christianity and the Philosophy of Science Divine Action and the World of Science: What Cosmology and Quantum Physics Teach Us about the Role of Providence in Nature 247 Bruce L. Gordon [JBTS 2.2 (2017): 247-298] Divine Action and the World of Science: What Cosmology and Quantum Physics Teach Us about the Role of Providence in Nature1 BRUCE L. GORDON Bruce L. Gordon is Associate Professor of the History and Philosophy of Science at Houston Baptist University and a Senior Fellow of Discovery Institute’s Center for Science and Culture Abstract: Modern science has revealed a world far more exotic and wonder- provoking than our wildest imaginings could have anticipated. It is the purpose of this essay to introduce the reader to the empirical discoveries and scientific concepts that limn our understanding of how reality is structured and interconnected—from the incomprehensibly large to the inconceivably small—and to draw out the metaphysical implications of this picture. What is unveiled is a universe in which Mind plays an indispensable role: from the uncanny life-giving precision inscribed in its initial conditions, mathematical regularities, and natural constants in the distant past, to its material insubstantiality and absolute dependence on transcendent causation for causal closure and phenomenological coherence in the present, the reality we inhabit is one in which divine action is before all things, in all things, and constitutes the very basis on which all things hold together (Colossians 1:17). §1. Introduction: The Intelligible Cosmos For science to be possible there has to be order present in nature and it has to be discoverable by the human mind. -
Stage 2 Physics Sample Examination Questions
Stage 2 Physics Sample Examination Questions © SACE Board of South Australia 2020 Stage 2 Physics Sample Examination Questions Objective reference: A1013258 1. The photograph below shows a mobile phone connected to a charger. The charger contains a step-down transformer. charger mobile phone The transformer decreases the voltage from 220 V to 5.0 V. The primary coil of the transformer has 3520 turns. Determine the number of turns in the secondary coil of the transformer. ____________________________________________________________________________________________________________ ____________________________________________________________________________________________________________ ____________________________________________________________________________________________________________ ____________________________________________________________________________________________________________ ____________________________________________________________________________________________________________ ____________________________________________________________________________________________________________ ____________________________________________________________________________________________________________ _________________________________________________________________________________________________ (2 marks) © SACE Board of South Australia 2020 Stage 2 Physics Sample Examination Questions Objective reference: A1013258 2. Two experiments were conducted to determine the wavelength of light from a monochromatic light source. -
Dear Fellow Quantum Mechanics;
Dear Fellow Quantum Mechanics Jeremy Bernstein Abstract: This is a letter of inquiry about the nature of quantum mechanics. I have been reflecting on the sociology of our little group and as is my wont here are a few notes. I see our community divided up into various subgroups. I will try to describe them beginning with a small group of elderly but distinguished physicist who either believe that there is no problem with the quantum theory and that the young are wasting their time or that there is a problem and that they have solved it. In the former category is Rudolf Peierls and in the latter Phil Anderson. I will begin with Peierls. In the January 1991 issue of Physics World Peierls published a paper entitled “In defence of ‘measurement’”. It was one of the last papers he wrote. It was in response to his former pupil John Bell’s essay “Against measurement” which he had published in the same journal in August of 1990. Bell, who had died before Peierls’ paper was published, had tried to explain some of the difficulties of quantum mechanics. Peierls would have none of it.” But I do not agree with John Bell,” he wrote,” that these problems are very difficult. I think it is easy to give an acceptable account…” In the rest of his short paper this is what he sets out to do. He begins, “In my view the most fundamental statement of quantum mechanics is that the wave function or more generally the density matrix represents our knowledge of the system we are trying to describe.” Of course the wave function collapses when this knowledge is altered. -
Wave Nature of Matter: Made Easy (Lesson 3) Matter Behaving As a Wave? Ridiculous!
Wave Nature of Matter: Made Easy (Lesson 3) Matter behaving as a wave? Ridiculous! Compiled by Dr. SuchandraChatterjee Associate Professor Department of Chemistry Surendranath College Remember? I showed you earlier how Einstein (in 1905) showed that the photoelectric effect could be understood if light were thought of as a stream of particles (photons) with energy equal to hν. I got my Nobel prize for that. Louis de Broglie (in 1923) If light can behave both as a wave and a particle, I wonder if a particle can also behave as a wave? Louis de Broglie I’ll try messing around with some of Einstein’s formulae and see what I can come up with. I can imagine a photon of light. If it had a “mass” of mp, then its momentum would be given by p = mpc where c is the speed of light. Now Einstein has a lovely formula that he discovered linking mass with energy (E = mc2) and he also used Planck’s formula E = hf. What if I put them equal to each other? mc2 = hf mc2 = hf So for my photon 2 mp = hfhf/c/c So if p = mpc = hfhf/c/c p = mpc = hf/chf/c Now using the wave equation, c = fλ (f = c/λ) So mpc = hc /λc /λc= h/λ λ = hp So you’re saying that a particle of momentum p has a wavelength equal to Planck’s constant divided by p?! Yes! λ = h/p It will be known as the de Broglie wavelength of the particle Confirmation of de Broglie’s ideas De Broglie didn’t have to wait long for his idea to be shown to be correct. -
Philosophical Rhetoric in Early Quantum Mechanics, 1925-1927
b1043_Chapter-2.4.qxd 1/27/2011 7:30 PM Page 319 b1043 Quantum Mechanics and Weimar Culture FA 319 Philosophical Rhetoric in Early Quantum Mechanics 1925–27: High Principles, Cultural Values and Professional Anxieties Alexei Kojevnikov* ‘I look on most general reasoning in science as [an] opportunistic (success- or unsuccessful) relationship between conceptions more or less defined by other conception[s] and helping us to overlook [danicism for “survey”] things.’ Niels Bohr (1919)1 This paper considers the role played by philosophical conceptions in the process of the development of quantum mechanics, 1925–1927, and analyses stances taken by key participants on four main issues of the controversy (Anschaulichkeit, quantum discontinuity, the wave-particle dilemma and causality). Social and cultural values and anxieties at the time of general crisis, as identified by Paul Forman, strongly affected the language of the debate. At the same time, individual philosophical positions presented as strongly-held principles were in fact flexible and sometimes reversible to almost their opposites. One can understand the dynamics of rhetorical shifts and changing strategies, if one considers interpretational debates as a way * Department of History, University of British Columbia, 1873 East Mall, Vancouver, British Columbia, Canada V6T 1Z1; [email protected]. The following abbreviations are used: AHQP, Archive for History of Quantum Physics, NBA, Copenhagen; AP, Annalen der Physik; HSPS, Historical Studies in the Physical Sciences; NBA, Niels Bohr Archive, Niels Bohr Institute, Copenhagen; NW, Die Naturwissenschaften; PWB, Wolfgang Pauli, Wissenschaftlicher Briefwechsel mit Bohr, Einstein, Heisenberg a.o., Band I: 1919–1929, ed. A. Hermann, K.V. -
Multi-Dimensional Entanglement Transport Through Single-Mode Fibre
Multi-dimensional entanglement transport through single-mode fibre Jun Liu,1, ∗ Isaac Nape,2, ∗ Qianke Wang,1 Adam Vall´es,2 Jian Wang,1 and Andrew Forbes2 1Wuhan National Laboratory for Optoelectronics, School of Optical and Electronic Information, Huazhong University of Science and Technology, Wuhan 430074, Hubei, China. 2School of Physics, University of the Witwatersrand, Private Bag 3, Wits 2050, South Africa (Dated: April 8, 2019) The global quantum network requires the distribution of entangled states over long distances, with significant advances already demonstrated using entangled polarisation states, reaching approxi- mately 1200 km in free space and 100 km in optical fibre. Packing more information into each photon requires Hilbert spaces with higher dimensionality, for example, that of spatial modes of light. However spatial mode entanglement transport requires custom multimode fibre and is lim- ited by decoherence induced mode coupling. Here we transport multi-dimensional entangled states down conventional single-mode fibre (SMF). We achieve this by entangling the spin-orbit degrees of freedom of a bi-photon pair, passing the polarisation (spin) photon down the SMF while ac- cessing multi-dimensional orbital angular momentum (orbital) subspaces with the other. We show high fidelity hybrid entanglement preservation down 250 m of SMF across multiple 2 × 2 dimen- sions, demonstrating quantum key distribution protocols, quantum state tomographies and quantum erasers. This work offers an alternative approach to spatial mode entanglement transport that fa- cilitates deployment in legacy networks across conventional fibre. Entanglement is an intriguing aspect of quantum me- chanics with well-known quantum paradoxes such as those of Einstein-Podolsky-Rosen (EPR) [1], Hardy [2], and Leggett [3]. -
The Physical Tourist Physics and New York City
Phys. perspect. 5 (2003) 87–121 © Birkha¨user Verlag, Basel, 2003 1422–6944/05/010087–35 The Physical Tourist Physics and New York City Benjamin Bederson* I discuss the contributions of physicists who have lived and worked in New York City within the context of the high schools, colleges, universities, and other institutions with which they were and are associated. I close with a walking tour of major sites of interest in Manhattan. Key words: Thomas A. Edison; Nikola Tesla; Michael I. Pupin; Hall of Fame for GreatAmericans;AlbertEinstein;OttoStern;HenryGoldman;J.RobertOppenheimer; Richard P. Feynman; Julian Schwinger; Isidor I. Rabi; Bronx High School of Science; StuyvesantHighSchool;TownsendHarrisHighSchool;NewYorkAcademyofSciences; Andrei Sakharov; Fordham University; Victor F. Hess; Cooper Union; Peter Cooper; City University of New York; City College; Brooklyn College; Melba Phillips; Hunter College; Rosalyn Yalow; Queens College; Lehman College; New York University; Courant Institute of Mathematical Sciences; Samuel F.B. Morse; John W. Draper; Columbia University; Polytechnic University; Manhattan Project; American Museum of Natural History; Rockefeller University; New York Public Library. Introduction When I was approached by the editors of Physics in Perspecti6e to prepare an article on New York City for The Physical Tourist section, I was happy to do so. I have been a New Yorker all my life, except for short-term stays elsewhere on sabbatical leaves and other visits. My professional life developed in New York, and I married and raised my family in New York and its environs. Accordingly, writing such an article seemed a natural thing to do. About halfway through its preparation, however, the attack on the World Trade Center took place. -
JANNEY CYLINDER COMPANY Subsidiary of Pittsburgh Forgings Co
People and things Michael Crowley-Milling of CERN, winner J. Pniewski of this year's Glazebrook Prize from the UK Institute of Physics. (Photo K Kilian) On People Eric Burhop, well-known high energy physicist from University College London, died on 22 January. He was particularly associated with the nuclear emulsion technique both in its heyday of cosmic ray research and early accelerator experiments and in its revived role in hybrid sys tems for the observation of charmed particle tracks, where he played a pioneering role. The Swedish physicist Erik Rudberg died on 2 January. He was Presi dent of the European Physical So ciety from 1970 to 1972 and in that office wrote for CERN COU RIER (February issue 1971 ) a mes sage of welcome on the decision to build the SPS. Gale Pewitt has been named Deputy Director for Operations at the Ar tation in music and recently com the National Medal of Science, one gonne Laboratory. In the 1960s he posed a song to celebrate CERN's of the highest US awards, to 20 em led the design and construction of 25th Anniversary (see November, inent researchers. Among those the 12 foot hydrogen bubble cham 1979 issue, page 369). who received the award this year <^ ber with its pioneering use of a were Richard Feynman and Victor large superconducting magnet. He Weisskopf. subsequently became Director of Among the award winners of the the High Energy Facilities Division. UK Institute of Physics for 1980 were Michael Crowley-Milling of PETRA and DORIS CERN (Glazebrook Medal and Prize) The Polish physicist J. -
Appeal from the Nuclear Age Peace Foundation to End the Nuclear Weapons Threat to Humanity (2003)………………………………………..……...26
Relevant Appeals against War and for Nuclear Disarmament from Scientific Networks 1945- 2010 Reiner Braun/ Manuel Müller/ Magdalena Polakowski Russell-Einstein-Manifesto (1955)……………..…..1 The first Pugwash Conferenec (1957)………..……4 The Letter from Bertrand Russell to Joseph Rotblat (1956)………………………………..……...6 „Göttinger 18“ (1957)…………………………..…..8 Hiroshima Appeal (1959)………………………..…9 Linus Pauling (1961)…………………………..…..10 The Call to Halt the Nuclear Arms Race (1980)………………..…..11 The Göttingen Draft Treaty to Ban Space Weapons (1984)…………………………………………….....15 Appeal by American Scientists to Ban Space Weapons (1985)………………………………..…..16 The Hamburg Disarmament Proposals (1986)…………………………………………..…...17 Hans A. Bethe to Mr. President (1997)………..…18 Appeal from Scientists in Japan (1998)……….....20 U.S.Nobel laureates object to preventive attack on Iraq (2003)……………………………………...….25 Appeal from the Nuclear Age Peace Foundation to end the nuclear weapons threat to humanity (2003)………………………………………..……...26 Appeal to support an International Einstein Year (2004)……………………………………………….28 Scientists for a Nuclear Weapons Free World, INES (2009)…………………………..……………31 Milan Document on Nuclear Disarmament (2010)……………………..34 Russell-Einstein-Manifesto (1955) 1 Russell-Einstein-Manifesto (1955) In the tragic situation which confronts humanity, we feel that scientists should assemble in conference to appraise the perils that have arisen as a result of the development of weapons of mass destruction, and to discuss a resolution in the spirit of the appended draft. We are speaking on this occasion, not as members of this or that nation, continent, or creed, but as human beings, members of the species Man, whose continued existence is in doubt. The world is full of conflicts; and, overshadowing all minor conflicts, the titanic struggle between Communism and anti-Communism. -
Marcel Grossmann Awards
MG15 MARCEL GROSSMANN AWARDS ROME 2018 ICRANet and ICRA MG XV MARCEL GROSSMANN AWARDS ROME 2018 and TEST The 15th Marcel Grossmann Meeting – MG XV 2nd July 2018, Rome (Italy) Aula Magna – University “Sapienza” of Rome Institutional Awards Goes to: PLANCK SCIENTIFIC COLLABORATION (ESA) “for obtaining important constraints on the models of inflationary stage of the Universe and level of primordial non-Gaussianity; measuring with unprecedented sensitivity gravitational lensing of Cosmic Microwave Background fluctuations by large-scale structure of the Universe and corresponding B- polarization of CMB, the imprint on the CMB of hot gas in galaxy clusters; getting unique information about the time of reionization of our Universe and distribution and properties of the dust and magnetic fields in our Galaxy” - presented to Jean-Loup Puget, the Principal Investigator of the High Frequency Instrument (HFI) HANSEN EXPERIMENTAL PHYSICS LABORATORY AT STANFORD UNIVERSITY “to HEPL for having developed interdepartmental activities at Stanford University at the frontier of fundamental physics, astrophysics and technology” - presented to Research Professor Leo Hollberg, HEPL Assistant Director Individual Awards Goes to LYMAN PAGE “for his collaboration with David Wilkinson in realizing the NASA Explorer WMAP mission and as founding director of the Atacama Cosmology Telescope” Goes to RASHID ALIEVICH SUNYAEV “for the development of theoretical tools in the scrutinising, through the CMB, of the first observable electromagnetic appearance of our Universe” Goes to SHING-TUNG YAU “for the proof of the positivity of total mass in the theory of general relativity and perfecting as well the concept of quasi-local mass, for his proof of the Calabi conjecture, for his continuous inspiring role in the study of black holes physics” Each recipient is presented with a silver casting of the TEST sculpture by the artist A. -
Arxiv:Physics/0608067V1 [Physics.Hist-Ph] 7 Aug 2006 N I Olbrtr Ntepro Rm14 O1951
Peter Bergmann and the invention of constrained Hamiltonian dynamics D. C. Salisbury Department of Physics, Austin College, Sherman, Texas 75090-4440, USA E-mail: [email protected] (Dated: July 23, 2006) Abstract Peter Bergmann was a co-inventor of the algorithm for converting singular Lagrangian models into a constrained Hamiltonian dynamical formalism. This talk focuses on the work of Bergmann and his collaborators in the period from 1949 to 1951. arXiv:physics/0608067v1 [physics.hist-ph] 7 Aug 2006 1 INTRODUCTION It has always been the practice of those of us associated with the Syracuse “school” to identify the algorithm for constructing a canonical phase space description of singular La- grangian systems as the Dirac-Bergmann procedure. I learned the procedure as a student of Peter Bergmann - and I should point out that he never employed that terminology. Yet it was clear from the published record at the time in the 1970’s that his contribution was essential. Constrained Hamiltonian dynamics constitutes the route to canonical quantiza- tion of all local gauge theories, including not only conventional general relativity, but also grand unified theories of elementary particle interaction, superstrings and branes. Given its importance and my suspicion that Bergmann has never received adequate recognition from the wider community for his role in the development of the technique, I have long intended to explore this history in depth. The following is merely a tentative first step in which I will focus principally on the work of Peter Bergmann and his collaborators in the late 1940’s and early 1950’s, indicating where appropriate the relation of this work to later developments. -
The Creation of the International Centre for Theoretical Physics in Trieste
Alexis De Greiff The tale of two peripheries The Tale of Two Peripheries: The Creation of the International Centre for Theoretical Physics in Trieste Publicado con cambios menores en Historical Studies of Physical and Biological Sciences (Special Issue, Alexis De Greiff y David Kaiser, eds.) Vol. 33, Part 1 (2002), pp. 33-60. Alexis De Greiff* Abstract: This paper can be seen in the intersection between history of 20th-century physics, diplomatic history and international relations of science. In this work I analyze the dynamics of the negotiations to create the International Centre for Theoretical Physics, which took place between 1960 and 1963 at the International Atomic Energy Agency. In contrast to previous studies on the creation of international scientific institutions, I pay special attention to the active role played by scientists, politicians and intellectuals from the host-city, Trieste (Italy). Further, I spell out the historical circumstances that allowed this group of local actors to become key figures in the establishment of the Centre. I discuss in detail their interests as well as the political and scientific environment that eventually catalysed the diplomatic efforts of the Trieste elite. The present paper is also concerned with the strategies adopted by the advocates of the idea to confront the hostility of delegations from several industrialized countries, the Soviet Union and India. A frontier is a strip which divides and links, a sour gash like a wound which heals with difficulty, a no-man’s land, a mixed territory, whose inhabitants often feel that they do not belong to any clearly-defined country, or at least they do not belong to any country with that obvious certainty with which one usually identifies with ones native land.