Bio-Systems As Self-Organizing Quantum Systems
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WHAT IS...A Quasicrystal?, Volume 53, Number 8
?WHAT IS... a Quasicrystal? Marjorie Senechal The long answer is: no one is sure. But the short an- diagrams? The set of vertices of a Penrose tiling does— swer is straightforward: a quasicrystal is a crystal that was known before Shechtman’s discovery. But with forbidden symmetry. Forbidden, that is, by “The what other objects do, and how can we tell? The ques- Crystallographic Restriction”, a theorem that confines tion was wide open at that time, and I thought it un- the rotational symmetries of translation lattices in two- wise to replace one inadequate definition (the lattice) and three-dimensional Euclidean space to orders 2, 3, with another. That the commission still retains this 4, and 6. This bedrock of theoretical solid-state sci- definition today suggests the difficulty of the ques- ence—the impossibility of five-fold symmetry in crys- tion we deliberately but implicitly posed. By now a tals can be traced, in the mineralogical literature, back great many kinds of aperiodic crystals have been to 1801—crumbled in 1984 when Dany Shechtman, a grown in laboratories around the world; most of them materials scientist working at what is now the National are metals, alloys of two or three kinds of atoms—bi- Institute of Standards and Technology, synthesized nary or ternary metallic phases. None of their struc- aluminium-manganese crystals with icosahedral sym- tures has been “solved”. (For a survey of current re- metry. The term “quasicrystal”, hastily coined to label search on real aperiodic crystals see, for example, the such theretofore unthinkable objects, suggests the website of the international conference ICQ9, confusions that Shechtman’s discovery sowed. -
Quasicrystals a New Kind of Symmetry Sandra Nair First, Definitions
Quasicrystals A new kind of symmetry Sandra Nair First, definitions ● A lattice is a poset in which every element has a unique infimum and supremum. For example, the set of natural numbers with the notion of ordering by magnitude (1<2). For our purposes, we can think of an array of atoms/molecules with a clear sense of assignment. ● A Bravais lattice is a discrete infinite array of points generated by linear integer combinations of 3 independent primitive vectors: {n1a1 + n2a2 + n3a3 | n1, n2, n3 ∈ Z}. ● Crystal structures = info of lattice points + info of the basis (primitive) vectors. ● Upto isomorphism of point groups (group of isometries leaving at least 1 fixed point), 14 different Bravais lattice structures possible in 3D. Now, crystals... ● Loosely speaking, crystals are molecular arrangements built out of multiple unit cells of one (or more) Bravais lattice structures. ● Crystallographic restriction theorem: The rotational symmetries of a discrete lattice are limited to 2-, 3-, 4-, and 6-fold. ● This leads us to propose a “functional” definition: A crystal is a material that has a discrete diffraction pattern, displaying rotational symmetries of orders 2, 3, 4 and 6. ● Note: Order 5 is a strictly forbidden symmetry → important for us. Tessellations aka tilings Now that we have diffraction patterns to work with, we consider the question of whether a lattice structure tiles or tessellates the plane. This is where the order of the symmetry plays a role. The crystals are special, as they display translational symmetries. As such, the tiling of their lattice structures (which we could see thanks to diffraction patterns) are periodic- they repeat at regular intervals. -
Nanobacteria: an Alternative Mechanism for Pathogenic Intra- and Extracellular Calcification and Stone Formation
Proc. Natl. Acad. Sci. USA Vol. 95, pp. 8274–8279, July 1998 Medical Sciences Nanobacteria: An alternative mechanism for pathogenic intra- and extracellular calcification and stone formation E. OLAVI KAJANDER* AND NEVA C¸ IFTC¸IOGLU Department of Biochemistry and Biotechnology, University of Kuopio, P.O.B. 1627, Fin-70211, Kuopio, Finland Communicated by J. Edwin Seegmiller, University of California, La Jolla, CA, April 23, 1998 (received for review January 9, 1998) ABSTRACT Calcium phosphate is deposited in many aminoglycoside antibiotics prevented their multiplication. Ac- diseases, but formation mechanisms remain speculative. cording to the 16S rRNA gene sequence (EMBL X98418 and Nanobacteria are the smallest cell-walled bacteria, only re- X98419), nanobacteria fall within the a-2 subgroup of Pro- cently discovered in human and cow blood and commercial cell teobacteria, which also includes Brucella and Bartonella species culture serum. In this study, we identified with energy- (10). The latter genera include human and animal pathogens dispersive x-ray microanalysis and chemical analysis that all that share similarities with nanobacteria, e.g., some antigens growth phases of nanobacteria produce biogenic apatite on (our unpublished data), intra- and extracellular location in the their cell envelope. Fourier transform IR spectroscopy re- host, and cytopathic effects (5). vealed the mineral as carbonate apatite. The biomineraliza- In this study, we provide evidence that nanobacteria can act as tion in cell culture media resulted in biofilms and mineral crystallization centers (nidi) for the formation of biogenic apatite aggregates closely resembling those found in tissue calcifica- structures. The mineralization process was studied in vitro with tion and kidney stones. -
A Review of Transmission Electron Microscopy of Quasicrystals—How Are Atoms Arranged?
crystals Review A Review of Transmission Electron Microscopy of Quasicrystals—How Are Atoms Arranged? Ruitao Li 1, Zhong Li 1, Zhili Dong 2,* and Khiam Aik Khor 1,* 1 School of Mechanical & Aerospace Engineering, Nanyang Technological University, 50 Nanyang Avenue, Singapore 639798, Singapore; [email protected] (R.L.); [email protected] (Z.L.) 2 School of Materials Science and Engineering, Nanyang Technological University, 50 Nanyang Avenue, Singapore 639798, Singapore * Correspondence: [email protected] (Z.D.); [email protected] (K.A.K.); Tel.: +65-6790-6727 (Z.D.); +65-6592-1816 (K.A.K.) Academic Editor: Enrique Maciá Barber Received: 30 June 2016; Accepted: 15 August 2016; Published: 26 August 2016 Abstract: Quasicrystals (QCs) possess rotational symmetries forbidden in the conventional crystallography and lack translational symmetries. Their atoms are arranged in an ordered but non-periodic way. Transmission electron microscopy (TEM) was the right tool to discover such exotic materials and has always been a main technique in their studies since then. It provides the morphological and crystallographic information and images of real atomic arrangements of QCs. In this review, we summarized the achievements of the study of QCs using TEM, providing intriguing structural details of QCs unveiled by TEM analyses. The main findings on the symmetry, local atomic arrangement and chemical order of QCs are illustrated. Keywords: quasicrystal; transmission electron microscopy; symmetry; atomic arrangement 1. Introduction The revolutionary discovery of an Al–Mn compound with 5-fold symmetry by Shechtman et al. [1] in 1982 unveiled a new family of materials—quasicrystals (QCs), which exhibit the forbidden rotational symmetries in the conventional crystallography. -
Some Considerations Relating to the Dynamics of Quasicrystals
Some considerations relating to the dynamics of quasicrystals M. Pitk¨anen Email: [email protected]. http://tgdtheory.com/public_html/. November 12, 2012 Contents 1 The dynamics of quasicrystals, the dynamics of K¨ahleraction, symbolic dynamics, and the dynamics of self-organization 1 1.1 The non-determinism for the dynamics of quasicrystals contra non-determinism of K¨ahleraction . .1 1.2 The dynamics of quasicrystals as a model for fundamental dynamics or high level sym- bolic dynamics? . .2 1.3 Could ordered water layers around biomolecules be modelled as quasicrystal like structure?3 2 What could be the variational principle behind self-organization? 4 2.1 Why Negentropy Maximization Principle should favor quasicrystals? . .5 2.2 Maximal capacity to represent information with minimal metabolic energy costs as a basic variational principle? . .5 2.3 A possible realization for 4-D dynamics favoring quasicrystal like structures . .6 2.4 Summary . .7 1 The dynamics of quasicrystals, the dynamics of K¨ahlerac- tion, symbolic dynamics, and the dynamics of self-organization The dynamics of quasicrystals looks to me very interesting because it shares several features of the dynamics of K¨ahleraction defining the basic variational principle of classical TGD and defining the dynamics of space-time surfaces. In the following I will compare the basic features of the dynamics of quasicrystals to the dynamics of preferred extremals of K¨ahleraction [K1]. Magnetic body carrying dark matter is the fundamental intentional agent in TGD inspired quantum biology and the cautious proposal is that magnetic flux sheets could define the grid of 3-planes (or more general 3-surfaces) defining quasi-periodic background fields favoring 4-D quasicrystals or more general structures in TGD Universe. -
Quasicrystals
Volume 106, Number 6, November–December 2001 Journal of Research of the National Institute of Standards and Technology [J. Res. Natl. Inst. Stand. Technol. 106, 975–982 (2001)] Quasicrystals Volume 106 Number 6 November–December 2001 John W. Cahn The discretely diffracting aperiodic crystals Key words: aperiodic crystals; new termed quasicrystals, discovered at NBS branch of crystallography; quasicrystals. National Institute of Standards and in the early 1980s, have led to much inter- Technology, disciplinary activity involving mainly Gaithersburg, MD 20899-8555 materials science, physics, mathematics, and crystallography. It led to a new un- Accepted: August 22, 2001 derstanding of how atoms can arrange [email protected] themselves, the role of periodicity in na- ture, and has created a new branch of crys- tallography. Available online: http://www.nist.gov/jres 1. Introduction The discovery of quasicrystals at NBS in the early Crystal periodicity has been an enormously important 1980s was a surprise [1]. By rapid solidification we had concept in the development of crystallography. Hau¨y’s made a solid that was discretely diffracting like a peri- hypothesis that crystals were periodic structures led to odic crystal, but with icosahedral symmetry. It had long great advances in mathematical and experimental crys- been known that icosahedral symmetry is not allowed tallography in the 19th century. The foundation of crys- for a periodic object [2]. tallography in the early nineteenth century was based on Periodic solids give discrete diffraction, but we did the restrictions that periodicity imposes. Periodic struc- not know then that certain kinds of aperiodic objects can tures in two or three dimensions can only have 1,2,3,4, also give discrete diffraction; these objects conform to a and 6 fold symmetry axes. -
Allies and Enemies: How the World Depends on Bacteria
Allies and Enemies This page intentionally left blank Allies and Enemies How the World Depends on Bacteria Anne Maczulak Vice President, Publisher: Tim Moore Associate Publisher and Director of Marketing: Amy Neidlinger Acquisitions Editor: Kirk Jensen Editorial Assistant: Pamela Boland Operations Manager: Gina Kanouse Senior Marketing Manager: Julie Phifer Publicity Manager: Laura Czaja Assistant Marketing Manager: Megan Colvin Cover Designer: Alan Clements Managing Editor: Kristy Hart Senior Project Editor: Lori Lyons Copy Editor: Geneil Breeze Proofreader: Apostrophe Editing Services Senior Indexer: Cheryl Lenser Compositor: Nonie Ratcliff Senior Manufacturing Buyer: Dan Uhrig © 2011 by Pearson Education, Inc. Publishing as FT Press Upper Saddle River, New Jersey 07458 FT Press offers excellent discounts on this book when ordered in quantity for bulk purchases or special sales. For more information, please contact U.S. Corporate and Government Sales, 1-800-382-3419, [email protected]. For sales outside the U.S., please contact International Sales at [email protected]. Company and product names mentioned herein are the trademarks or registered trademarks of their respective owners. All rights reserved. No part of this book may be reproduced, in any form or by any means, without permission in writing from the publisher. Printed in the United States of America First Printing July 2010 ISBN-10: 0-13-701546-1 ISBN-13: 978-0-13-701546-7 Pearson Education LTD. Pearson Education Australia PTY, Limited. Pearson Education Singapore, Pte. Ltd. Pearson Education North Asia, Ltd. Pearson Education Canada, Ltd. Pearson Educación de Mexico, S.A. de C.V. Pearson Education—Japan Pearson Education Malaysia, Pte. Ltd. -
Conformal Quasicrystals and Holography
Conformal Quasicrystals and Holography Latham Boyle1, Madeline Dickens2 and Felix Flicker2;3 1Perimeter Institute for Theoretical Physics, Waterloo, Ontario N2L 2Y5, Canada, N2L 2Y5 2Department of Physics, University of California, Berkeley, California 94720, USA 3Rudolf Peierls Centre for Theoretical Physics, University of Oxford, Department of Physics, Clarendon Laboratory, Parks Road, Oxford, OX1 3PU, United Kingdom Recent studies of holographic tensor network models defined on regular tessellations of hyperbolic space have not yet addressed the underlying discrete geometry of the boundary. We show that the boundary degrees of freedom naturally live on a novel structure, a conformal quasicrystal, that pro- vides a discrete model of conformal geometry. We introduce and construct a class of one-dimensional conformal quasicrystals, and discuss a higher-dimensional example (related to the Penrose tiling). Our construction permits discretizations of conformal field theories that preserve an infinite discrete subgroup of the global conformal group at the cost of lattice periodicity. I. INTRODUCTION dom [12{24]. Meanwhile, quantum information theory provides a unifying language for these studies in terms of entanglement, quantum circuits, and quantum error A central topic in theoretical physics over the past two correction [25]. decades has been holography: the idea that a quantum These investigations have gradually clarified our un- theory in a bulk space may be precisely dual to another derstanding of the discrete geometry in the bulk. There living on the boundary of that space. The most concrete has been a common expectation, based on an analogy and widely-studied realization of this idea has been the with AdS/CFT [1{3], that TNs living on discretizations AdS/CFT correspondence [1{3], in which a gravitational of a hyperbolic space define a lattice state of a critical theory living in a (d + 1)-dimensional negatively-curved system on the boundary and vice-versa. -
2007 136Th Annual Meeting & Exhibition Linking Science and Technology for Global Solutions
2007 136th Annual Meeting & Exhibition Linking Science and Technology for Global Solutions Technical Program Program-at-a-Glance ..............................................................2 Session Listing .......................................................................8 Monday AM ...........................................................................16 Monday PM ............................................................................63 Tuesday AM .........................................................................117 Tuesday PM .........................................................................164 Wednesday AM ...................................................................223 Wednesday PM ...................................................................274 Thursday AM .......................................................................327 General Posters ..................................................................359 Index ....................................................................................363 2007 136th Annual Meeting & Exhibition Monday Tuesday Wednesday Thursday ROOM AM PM AM PM AM PM AM Materials Materials Intellectual Intellectual Materials Materials Materials Processing under Processing under Property in Property in Processing under Processing under Processing under the Influence of the Influence of Materials Materials the Influence of the Influence of the Influence of External Fields: External Fields: Science: Patents, Science: Patents, External Fields: External Fields: -
Size Limits of Very Small Microorganisms
Size Limits of Very Small Microorganisms Proceedings of a Workshop Steering Group for the Workshop on Size Limits of Very Small Microorganisms Space Studies Board Commission on Physical Sciences, Mathematics, and Applications National Research Council NATIONAL ACADEMY PRESS Washington, D.C. NOTICE: The project that is the subject of this report was approved by the Governing Board of the National Research Council, whose members are drawn from the councils of the National Academy of Sciences, the National Academy of Engineering, and the Institute of Medicine. The members of the steering group responsible for the report were chosen for their special competences and with regard for appropriate balance. The National Academy of Sciences is a private, nonprofit, self-perpetuating society of distinguished scholars engaged in scientific and engineering research, dedicated to the furtherance of science and technology and to their use for the general welfare. Upon the authority of the charter granted to it by the Congress in 1863, the Academy has a mandate that requires it to advise the federal government on scientific and technical matters. Dr. Bruce Alberts is president of the National Academy of Sciences. The National Academy of Engineering was established in 1964, under the charter of the National Academy of Sciences, as a parallel organization of outstanding engineers. It is autonomous in its administration and in the selection of its members, sharing with the National Academy of Sciences the responsibility for advising the federal government. The National Academy of Engineering also sponsors engineering programs aimed at meeting national needs, encourages education and research, and recognizes the superior achievements of engineers. -
Nanotechnology and Quasicrystals: from Self Assembly to Photonic Applications
Nanotechnology and Quasicrystals: From self assembly to photonic applications. Ron Lifshitz Raymond and Beverly Sackler School of Physics & Astronomy Tel Aviv University, 69978 Tel Aviv, Israel. After providing a concise overview on quasicrystals and their discovery more than a quarter of a century ago, I consider the unexpected interplay between nanotechnology and quasiperiodic crystals. Of particular relevance are efforts to fabricate artificial functional micro- or nanostructures, as well as efforts to control the self-assembly of nanostructures, where current knowledge about the possibility of having long-range order without periodicity can provide significant advantages. I discuss examples of systems ranging from artificial metamaterials for photonic applications, through self-assembled soft matter, to surface waves and optically-induced nonlinear photonic quasicrystals. 1 Nanotechnology and quasicrystals? When organizers of the NATO Advanced Research Workshop on nanotechnology, held in St. Petersburg in June 2008, asked me to deliver a keynote lecture on quasicrystals I was certain that they had made a mistake. I have been studying quasicrystals for over 15 years and investigating nanomechanical systems for just about a decade, and although one always finds connections between different scientific fields, I had never expected such an invitation. Nevertheless, the organizers insisted and explained that they wanted to learn about the possibility of exploiting nontrivial symmetries—perhaps imitating what viruses do—and in general, learn the lesson of a scientific community that was forced by nature to keep an open mind and “think outside of the box”. This chapter is motivated by my presentation on quasicrystals at the NATO ARW on nanotechnology in St. -
Table of Contents (PDF)
January 31, 2012 u vol. 109 u no. 5 u 1355–1808 Cover image: A bright pink seed pod and older senescent seed pods harboring black seeds are shown on the terminal structure, called a cephalium, of a Melocactus plant. Fang Chen et al. found that the dark coats enveloping the seeds of Melocactus, other cactus species, and the vanilla orchid contain a lignin polymer formed by the oxidative polymerization of an unusual monolignol known as caffeyl alcohol. The findings could help researchers develop lignin bioengineering methods while also providing insights into the diversity of land plants. See the article by Chen et al. on pages 1772–1777. Image courtesy of Broderick Stearns (Samuel Roberts Noble Foundation, Ardmore, OK). From the Cover 1772 Lignin polymers in nature 1396 Extraterrestrial quasicrystals 1437 Magnetic fields and enzyme reactions 1607 Timing cytokine secretion from T cells 1691 Antibiotics in agriculture Contents COMMENTARIES 1357 Are biochemical reactions affected by weak magnetic fields? THIS WEEK IN PNAS P. J. Hore See companion article on page 1437 1355 In This Issue 1359 Travels in time: Assessing the functional complexity of T cells W. Nicholas Haining See companion article on page 1607 LETTERS (ONLINE ONLY) E206 Femtosecond laser vaporization that preserves PNAS PLUS (AUTHOR SUMMARIES) protein-folded structure: An unproven idea Kathrin Breuker, Owen S. Skinner, and Fred W. McLafferty BIOLOGICAL SCIENCES E207 Reply to Breuker et al.: How laser electrospray mass spectrometry (LEMS) measures condensed phase BIOCHEMISTRY protein