Growth and Magnetism of Mnxge1-X Heteroepitaxial Quantum Dots
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Otto Stern Annalen 22.9.11
September 22, 2011 Otto Stern (1888-1969): The founding father of experimental atomic physics J. Peter Toennies,1 Horst Schmidt-Böcking,2 Bretislav Friedrich,3 Julian C.A. Lower2 1Max-Planck-Institut für Dynamik und Selbstorganisation Bunsenstrasse 10, 37073 Göttingen 2Institut für Kernphysik, Goethe Universität Frankfurt Max-von-Laue-Strasse 1, 60438 Frankfurt 3Fritz-Haber-Institut der Max-Planck-Gesellschaft Faradayweg 4-6, 14195 Berlin Keywords History of Science, Atomic Physics, Quantum Physics, Stern- Gerlach experiment, molecular beams, space quantization, magnetic dipole moments of nucleons, diffraction of matter waves, Nobel Prizes, University of Zurich, University of Frankfurt, University of Rostock, University of Hamburg, Carnegie Institute. We review the work and life of Otto Stern who developed the molecular beam technique and with its aid laid the foundations of experimental atomic physics. Among the key results of his research are: the experimental determination of the Maxwell-Boltzmann distribution of molecular velocities (1920), experimental demonstration of space quantization of angular momentum (1922), diffraction of matter waves comprised of atoms and molecules by crystals (1931) and the determination of the magnetic dipole moments of the proton and deuteron (1933). 1 Introduction Short lists of the pioneers of quantum mechanics featured in textbooks and historical accounts alike typically include the names of Max Planck, Albert Einstein, Arnold Sommerfeld, Niels Bohr, Werner Heisenberg, Erwin Schrödinger, Paul Dirac, Max Born, and Wolfgang Pauli on the theory side, and of Konrad Röntgen, Ernest Rutherford, Max von Laue, Arthur Compton, and James Franck on the experimental side. However, the records in the Archive of the Nobel Foundation as well as scientific correspondence, oral-history accounts and scientometric evidence suggest that at least one more name should be added to the list: that of the “experimenting theorist” Otto Stern. -
Molecular Beams
MOLECULAR BEAMS Studies involving coherent beams of atoms and n10lecules have had a profound influence on the development of modern physics. An10ng their technological dividends are masers, lasers and atomic clocks by O. R Frisch he atomic physicist, like every be reached by atoms that had passed in written in 1738 by the Swiss mathema Tbody else, needs air for breathing, straight lines through the constrictions. tician Daniel Bernoulli. He pointed out but otherwise it is in his way. At In essence Dunoyer's apparatus was that bombardment by fast molecules normal atmospheric pressure each air the prototype of all modern molecular would exert a pressure on the walls of molecule is involved in nearly a billion beam devices. The three necessary ele a container, and that the pressure would collisions a second. Only in gases at a ments of any such device are (1) a rise in proportion to the number of much lower pressure-in what is loosely source of molecules (usually called an molecules per unit volume, or the den called a vacuum-do molecules attain a oven, even though it is not always sity of the gas (as Robert Boyle had ob reasonable degree of privacy. We mea heated ) with an aperture through served some 80 years earlier). Bernoulli sure such low pressures in units called which the molecules can escape into a also explained the rise of pressure with "torr," after the Italian investigator vacuum, (2) a second, collimating ap increasing temperature by assuming that Evangelista Torricelli, who devised a erture, which forms the beam by stop the molecules move faster when the gas method for obtaining fairly good vac ping or deflecting all the molecules that is heated. -
Rad 226A/Bioe 226A Winter 2015-2016 in Vivo MR: Spin Physics and Spectroscopy
Rad 226a/BioE 226a Winter 2015-2016 In Vivo MR: Spin Physics and Spectroscopy Daniel Spielman, Ph.D., Dept. of Radiology ! Lucas Center for MR Spectroscopy and Imaging! (corner of Welch Rd and Pasteur Dr)! office: Lucas Center PS-061, phone: x3-8697 email: [email protected]! 1 Lecture #1! Introduction • Topics – Administrative details – Course Overview and Motivation – Some interesting in vivo MR phenomena • Handouts and Reading Assignments – Biographies: Rabi, Purcell, Bloch 2 Course Administration • Lectures – Tues, Thurs 4:30-5:50 pm, Lucas Learning Center P-083 – 3 units • TA – ?? • Office Hours – To be determined, Office: Lucas Center PS061 – or by arrangement with instructor (email: [email protected]) • Web site – http://web.stanford.edu/class/rad226a/ – Lecture notes, homework assignments, other handouts (pdf files) 3 Course Materials • Textbooks – F. van de Ven, Multidimensional NMR in Liquids, Wiley- VCH, New York, 1995. – R. de Graaf, In Vivo NMR Spectroscopy, 2nd Edition, Wiley & Sons, Chichester, UK, 2007 • Additional references (not required, but very useful!) MRI • D. Nishimura, Principles of Magnetic Resonance Imaging, EE369b notes Physics • M. Levitt, Spin Dynamics, Wiley, Chichester. UK, 2001 QM • D. Miller, Quantum Mechanics for Scientists and Engineers, Cambridge Univ. Press, 2008. Physics • C. Slichter, Principles of Magnetic Resonance, Springer, Berlin, 1996. 4 Assignments and Grading • Weekly problem sets (75%) • Final project (25%) Oral presentations (Finals Week) on topic from current in vivo MR literature + Classroom participation 5 Overview • Main Themes: – Classical vector model of MRI/MRS doesn’t fully explain many important in vivo processes, particularly those involving interactions among spins. – Nuclear-nuclear interactions – Nuclear-electron interactions – We’ll discuss the physics and engineering principles of these phenomena with examples from current research topics and clinical applications. -
Exploring MBE Growth of Quantum Dots
andrew john vassilios griffiths EXPLORINGMBEGROWTHOFQUANTUMDOTS:LOWDENSITYGROWTH FORQUANTUMINFORMATIONDEVICES. university of sheffield EXPLORINGMBEGROWTHOFQUANTUMDOTS:LOW DENSITYGROWTHFORQUANTUMINFORMATIONDEVICES. andrew john vassilios griffiths for the award of doctor of philosophy (phd). department of electronic and electrical engineering, university of sheffield. december 2014 Andrew John Vassilios Griffiths: Exploring MBE Growth of Quantum Dots: Low Density Growth for Quantum Information Devices., PhD Thesis, © December 2014 4Love suffereth long, and is kind; love envieth not; love vaunteth not itself, is not puffed up, 5doth not behave itself unseemly, seeketh not its own, is not provoked, taketh not account of evil; 6rejoiceth not in unrighteousness, but rejoiceth with the truth; 7beareth all things, believeth all things, hopeth all things, endureth all things. 8Love never faileth: but whether there be prophecies, they shall be done away; whether there be tongues, they shall cease; whether there be knowledge, it shall be done away. — 1 Corinthians 13: 4-8 (Revised Version) Dedicated to my dear grandmother, Judith Harrison. 1933–2013 ABSTRACT This thesis concerns the growth and subsequent application of InAs/GaAs quantum dots for novel research applications including entangled photon sources, and coupled quantum well/quantum dot devices. This thesis gives an overview of quantum dot growth and tunable para- meters of quantum dots (QDs), showing a review of prior work detailing their composition and properties. Special attention is given to wavelength tuning, and optimisation of the linewidth for a target application, including analysis of post-growth annealing. Subsequent discussion focuses on low-density quantum dot samples, both in terms of growth and application. In conjunction with Cambridge Univer- sity, micro-photoluminescence results of a short-wavelength QD sample are demonstrated, showing successful use of the rotation stop growth method, with further analysis and comparisons made with photoluminescence maps and atomic force microscopy. -
Booklet-Otto Stern Fest.Pdf
Wilhelm und Else Heraeus Seminar # 702: “Otto Stern's Molecular Beam Research and its Impact on Science” 1-5 September 2019 Arthur von Weinberg—Haus (Alte Physik) Robert—Meyer—Straße 2, 60325 Frankfurt Honorary Chairs: Dudley Herschbach and Peter Toennies Organizers: Horst Schmidt—Böcking and Bretislav Friedrich Aims of the Conference The year 2019 presents a two---fold opportunity to remember the pioneer of quantum physics and Nobel Laureate Otto Stern (1888---1969). In 1919, at Max von Laue’s and Max Born’s Institute for Theoretical Physics of the University of Frankfurt, Stern launched the revolutionary molecular beam (or molecular ray) technique. This technique made it possible to send atoms and molecules with well--- defined momentum through vacuum and to measure with high accuracy the deflections they underwent when acted upon by transversal forces. Thereby, heretofore unforeseen quantum properties of nuclei, atoms, and molecules could be revealed that became the basis for our current understanding of quantum matter. In the iconic Stern---Gerlach experiment, completed in February 1922, the reality of space quantization of angular momentum had been demonstrated. The momentum resolution achieved corresponded to an energy resolution of a micro electron volt. This year marks also the fiftieth anniversary of Otto Stern’s death. After a heyday period at the University of Hamburg (1923---1933), Stern was forced by the Nazi regime to emigrate. He settled in the U.S., first at Pittsburg (1933---1945) and then in Berkeley (1946---1969). After the Second World War, Stern was generously helping many of his friends and colleagues with CARE packages. -
Atomic and Molecular Beams Springer-Verlag Berlin Heidelberg Gmbh
Atomic and Molecular Beams Springer-Verlag Berlin Heidelberg GmbH ONLINE LlBRARY Physics and Astronomy http://www.springer.de/phys/ Roger Campargue (Ed.) Atomic and Molecular Beams The State of the Art 2000 With 436 Figures Including 11 Color Figures , Springer Professor Roger Campargue Laboratoire d' Aerothermique, CNRS 4ter Route des Gardes 92140 Meudon, France email: [email protected] Cover Pieture: (frontcover, top) Femtosecond dynamics ofthe charge-transfer reaction of Benzene (Bz) with lodine (1-1), a century-old reaction now clarified thanks to Femtochemistry. Shown are the snapshots at different reaction times: o fs, 200 fs, and 1500 fs, from the transition state* prepared at the initial femtosecond pulse, to the secondary Bz-I dissociation, as described in the article. Bz ... 1-1--+ [Bz+ ... (1-1)-)* --+ Bz . I + I--+Bz + 1 + I. (From: A.H. Zewail with courtesy ofD. Zhong, see also Article 1v'1) (frontcover, bottom left) Image of a Bose-Einstein condensate of Rubidium 87 atoms, containing 1 million atoms, released from a magnetic trap. The false color code reveals the atomic density from white (highest density) to dark (lowest density). The elliptical structure at the center (200 x 100 mi crometers) corresponds to what is properly referred to as the 'condensate' and the surrounding circular feature represents the non-condensed atoms, at a temperature of the order of 0.3 microkelvin. (From: C. Cohen-Tannoudji with courtesy of P. Desbiolles, D. Guery-Odelin, J. Soeding, and J. Dalibard, see also Article 1.1) (frontcover, bottom right) Photograph of a corona discharge supersonic free-jet used to generate a beam of metastable nitrogen molecules for the growth of nitride semiconductors. -
Researching Rabi's Relics: Using the Electron to Determine Nuclear Moments Before Magnetic Resonance, I927-37
Paul Forman Researching Rabi's Relics: Using the Electron to Determine Nuclear Moments Before Magnetic Resonance, I927-37. Through the last two decades of his life 1. 1. Rabi had insisted that nothing remained of the apparatus employed in his molecular beam researches prior to the Second World War: 'It's all gone.'J When, however, following his death in January, 1988, Rabi's papers and effects Figure 1. Three were removed from his office at Columbia University, three pieces of molecular beam 'hardware' came to light and were donated to the Smithsonian deflecting magnets as Institution's National Museum of American History (Figure 1). receivedfrom the estate of1. 1. Rabi early in 1989 (National Museum ofAmerican History accession no. 1996. 0331). The two bars, oflength two feet andfive feet, precisely, are ofnon-magnetic aluminum alloy. Each carries, embedded in one side, a pair ofthin copper tubes. The object at lower right is a C shaped (annular), ferric magnet, firmed oftwo opposed halves, here hinged together and partially opened. These three magnets will be denominated, respec tively, the 'Millman' magnet, the 'Manley' All three of these objects are molecular beam deflecting magnets magnet, and the 'indium'magnet. In use, employed in measurements of angular momenta and magnetic moments the bars were rotated of atomic nuclei, measurements carried out under Rabi's direction at 180 0 from their Columbia over the five years 1933-37. The technique employed in those orientations in this measurements, devised by Rabi and Gregory Breit in 1930/31,2 was an photograph (see Figure ingenious modification of that first introduced by Otto Stern in 1921 3). -
Otto Stern's Molecular Beam Method and Its Impact on Quantum Physics
Chapter 5 Otto Stern’s Molecular Beam Method and Its Impact on Quantum Physics Bretislav Friedrich and Horst Schmidt-Böcking Abstract Motivated by his interest in thermodynamics and the emerging quantum mechanics, Otto Stern (1888–1969) launched in 1919 his molecular beam method to examine the fundamental assumptions of theory that transpire in atomic, molecular, optical, and nuclear physics. Stern’s experimental endeavors at Frankfurt (1919– 1922), Hamburg (1923–1933), and Pittsburgh (1933–1945) provided insights into the quantum world that were independent of spectroscopy and that concerned well- defined isolated systems, hitherto accessible only to Gedanken experiments. In this chapter we look at how Stern’s molecular beam research came about and review six of his seminal experiments along with their context and reception by the physics com- munity: the Stern-Gerlach experiment; the three-stage Stern-Gerlach experiment; experimental evidence for de Broglie’s matter waves; measurements of the mag- netic dipole moment of the proton and the deuteron; experimental demonstration of momentum transfer upon absorption or emission of a photon; the experimental veri- fication of the Maxwell-Boltzmann velocity distribution via deflection of a molecular beam by gravity. Regarded as paragons of thoroughness and ingenuity, these exper- iments entail accurate transversal momentum measurements with resolution better than 0.1 atomic units. Some of these experiments would be taken up by others where Stern left off only decades later (matter-wave scattering or photon momentum trans- fer). We conclude by highlighting aspects of Stern’s legacy as reflected by the honors that have been bestowed upon him to date. -
OTTO STERN the Method of Molecular Rays
OTTO STERN The method of molecular rays Nobel Lecture, December 12, 1946 In the following lecture I shall try to analyze the method of molecular rays. My aim is to bring out its distinctive features, the points where it is different from other methods used in physics, for what kind of problems it is especially suited and why. Let me state from the beginning that I consider the directness and simplicity as the distinguishing properties of the molecular ray method. For this reason it is particularly well suited for shedding light on fundamental problems. I hope to make this clear by discussing the actual experiments. Let us first consider the group of experiments which prove directly the fundamental assumptions of the kinetic theory. The existence of molecular rays in itself, the possibility of producing molecular rays, is a direct proof of one fundamental assumption of that theory. This assumption is that in gases the molecules move in straight lines until they collide with other molecules or the walls of the containing vessel. The usual arrangement for producing molecular rays is as follows (Fig . 1 ) : We have a vessel filled with gas or vapor, the oven. This vessel is closed except for a narrow slit, the oven slit. Through this slit the molecules escape into the surrounding larger vessel which is continually evacuated so that the escaping molecules do not suffer any collisions. Now we have another narrow slit, the collimating slit, op- posite and parallel to the oven slit. If the molecules really move in straight lines then the collimating slit should cut out a narrow beam whose cross section by simple geometry can be calculated from the dimensions of the slits and their distance.