Physik Anekdoten (11)
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Group Developed Weighing Matrices∗
AUSTRALASIAN JOURNAL OF COMBINATORICS Volume 55 (2013), Pages 205–233 Group developed weighing matrices∗ K. T. Arasu Department of Mathematics & Statistics Wright State University 3640 Colonel Glenn Highway, Dayton, OH 45435 U.S.A. Jeffrey R. Hollon Department of Mathematics Sinclair Community College 444 W 3rd Street, Dayton, OH 45402 U.S.A. Abstract A weighing matrix is a square matrix whose entries are 1, 0 or −1,such that the matrix times its transpose is some integer multiple of the identity matrix. We examine the case where these matrices are said to be devel- oped by an abelian group. Through a combination of extending previous results and by giving explicit constructions we will answer the question of existence for 318 such matrices of order and weight both below 100. At the end, we are left with 98 open cases out of a possible 1,022. Further, some of the new results provide insight into the existence of matrices with larger weights and orders. 1 Introduction 1.1 Group Developed Weighing Matrices A weighing matrix W = W (n, k) is a square matrix, of order n, whose entries are in t the set wi,j ∈{−1, 0, +1}. This matrix satisfies WW = kIn, where t denotes the matrix transpose, k is a positive integer known as the weight, and In is the identity matrix of size n. Definition 1.1. Let G be a group of order n.Ann×n matrix A =(agh) indexed by the elements of the group G (such that g and h belong to G)issaidtobeG-developed if it satisfies the condition agh = ag+k,h+k for all g, h, k ∈ G. -
Operating Manual R&S NRP-Z22
Operating Manual Average Power Sensor R&S NRP-Z22 1137.7506.02 R&S NRP-Z23 1137.8002.02 R&S NRP-Z24 1137.8502.02 Test and Measurement 1137.7870.12-07- 1 Dear Customer, R&S® is a registered trademark of Rohde & Schwarz GmbH & Co. KG Trade names are trademarks of the owners. 1137.7870.12-07- 2 Basic Safety Instructions Always read through and comply with the following safety instructions! All plants and locations of the Rohde & Schwarz group of companies make every effort to keep the safety standards of our products up to date and to offer our customers the highest possible degree of safety. Our products and the auxiliary equipment they require are designed, built and tested in accordance with the safety standards that apply in each case. Compliance with these standards is continuously monitored by our quality assurance system. The product described here has been designed, built and tested in accordance with the EC Certificate of Conformity and has left the manufacturer’s plant in a condition fully complying with safety standards. To maintain this condition and to ensure safe operation, you must observe all instructions and warnings provided in this manual. If you have any questions regarding these safety instructions, the Rohde & Schwarz group of companies will be happy to answer them. Furthermore, it is your responsibility to use the product in an appropriate manner. This product is designed for use solely in industrial and laboratory environments or, if expressly permitted, also in the field and must not be used in any way that may cause personal injury or property damage. -
Kobbelt, Slides on Surface Representations
)NPUT $ATA 2ANGE 3CAN #!$ 4OMOGRAPHY 2EMOVAL OF TOPOLOGICAL AND GEOMETRICAL ERRORS !NALYSIS OF SURFACE QUALITY 3URFACE SMOOTHING FOR NOISE REMOVAL 0ARAMETERIZATION Surface Representations 3IMPLIFICATION FOR COMPLEXITY REDUCTION Leif Kobbelt RWTH Aachen University 2EMESHING FOR IMPROVING MESH QUALITY &REEFORM AND MULTIRESOLUTION MODELING 1 Outline • (mathematical) geometry representations – parametric vs. implicit • approximation properties • types of operations – distance queries – evaluation – modification / deformation • data structures Leif Kobbelt RWTH Aachen University 2 2 Outline • (mathematical) geometry representations – parametric vs. implicit • approximation properties • types of operations – distance queries – evaluation – modification / deformation • data structures Leif Kobbelt RWTH Aachen University 3 3 Mathematical Representations • parametric – range of a function – surface patch 2 3 f : R → R , SΩ = f(Ω) • implicit – kernel of a function – level set 3 F : R → R, Sc = {p : F (p)=c} Leif Kobbelt RWTH Aachen University 4 4 2D-Example: Circle • parametric r cos(t) f : t !→ , S = f([0, 2π]) ! r sin(t) " • implicit 2 2 2 F (x, y)=x + y − r S = {(x, y):F (x, y)=0} Leif Kobbelt RWTH Aachen University 5 5 2D-Example: Island • parametric r cos(???t) f : t !→ , S = f([0, 2π]) ! r sin(???t) " • implicit 2 2 2 F (x, y)=x +???y − r S = {(x, y):F (x, y)=0} Leif Kobbelt RWTH Aachen University 6 6 Approximation Quality • piecewise parametric r cos(???t) f : t !→ , S = f([0, 2π]) ! r sin(???t) " • piecewise implicit 2 2 2 F (x, y)=x +???y − r S = {(x, y):F (x, y)=0} Leif Kobbelt RWTH Aachen University 7 7 Approximation Quality • piecewise parametric r cos(???t) f : t !→ , S = f([0, 2π]) ! r sin(???t) " • piecewise implicit 2 2 2 F (x, y)=x +???y − r S = {(x, y):F (x, y)=0} Leif Kobbelt RWTH Aachen University 8 8 Requirements / Properties • continuity – interpolation / approximation f(ui,vi) ≈ pi • topological consistency – manifold-ness • smoothness – C0, C1, C2, .. -
Z1 Z2 Z4 Z5 Z6 Z7 Z3 Z8
Illinois State Police Division of Criminal Investigation JO DAVIESS STEPHENSON WINNEBAGO B McHENRY LAKE DIVISION OF CRIMINAL INVESTIGATION - O O Colonel Mark R. Peyton Pecatonica 16 N E Chicago Lieutenant Colonel Chris Trame CARROLL OGLE Chief of Staff DE KALB KANE Elgin COOK Lieutenant Jonathan Edwards NORTH 2 Z1DU PAGE C WHITESIDE LEE 15 1 Z2 NORTH COMMAND - Sterling KENDALL WILL Major Michael Witt LA SALLE 5 Zone 1 - (Districts Chicago and 2) East Moline HENRY BUREAU Captain Matthew Gainer 7 17 Joliet ROCK ISLAND GRUNDY Zone 2 - (Districts 1, 7, 16) LaSalle MERCER Captain Christopher Endress KANKAKEE PUTNAM Z3 Zone 3 - (Districts 5, 17, 21) KNOX STARK Captain Richard Wilk H MARSHALL LIVINGSTON E WARREN Statewide Gaming Command IROQUOIS N PEORIA 6 Captain Sean Brannon D WOODFORD E Pontiac Ashkum CENTRAL R 8 Metamora S 21 O McLEAN N FULTON CENTRAL COMMAND - McDONOUGH HANCOCK TAZEWELL Captain Calvin Brown, Interim Macomb FORD VERMILION Zone 4 - (Districts 8, 9, 14, 20) 14 MASON CHAMPAIGN Captain Don Payton LOGAN DE WITT SCHUYLER Zone 5 - (Districts 6, 10) PIATT ADAMS Captain Jason Henderson MENARD Investigative Support Command CASS MACON Pesotum BROWN Captain Aaron Fullington Z4 10 SANGAMON Medicaid Fraud Control Bureau MORGAN DOUGLAS EDGAR PIKE 9 Z5 Captain William Langheim Pittsfield SCOTT MOULTRIE Springfield 20 CHRISTIAN COLES SHELBY GREENE MACOUPIN SOUTH COMMAND - CLARK Major William Sons C CUMBERLAND A MONTGOMERY L Zone 6 - (Districts 11, 18) H Litchfield 18 O Lieutenant Abigail Keller, Interim JERSEY FAYETTE EFFINGHAM JASPER U Zone 7 - (Districts 13, 22) N Effingham 12 CRAWFORD Z6 BOND Captain Nicholas Dill MADISON Zone 8 - (Districts 12, 19) CLAY Collinsville RICHLAND LAWRENCE Captain Ryan Shoemaker MARION 11 Special Operations Command ST. -
Nonlinear Control of Underactuated Mechanical Systems with Application to Robotics and Aerospace Vehicles
Nonlinear Control of Underactuated Mechanical Systems with Application to Robotics and Aerospace Vehicles by Reza Olfati-Saber Submitted to the Department of Electrical Engineering and Computer Science in partial fulfillment of the requirements for the degree of Doctor of Philosophy in Electrical Engineering and Computer Science at the MASSACHUSETTS INSTITUTE OF TECHNOLOGY February 2001 © Massachusetts Institute of Technology 2001. All rights reserved. Author ................................................... Department of Electrical Engineering and Computer Science January 15, 2000 C ertified by.......................................................... Alexandre Megretski, Associate Professor of Electrical Engineering Thesis Supervisor Accepted by............................................ Arthur C. Smith Chairman, Department Committee on Graduate Students Nonlinear Control of Underactuated Mechanical Systems with Application to Robotics and Aerospace Vehicles by Reza Olfati-Saber Submitted to the Department of Electrical Engineering and Computer Science on January 15, 2000, in partial fulfillment of the requirements for the degree of Doctor of Philosophy in Electrical Engineering and Computer Science Abstract This thesis is devoted to nonlinear control, reduction, and classification of underac- tuated mechanical systems. Underactuated systems are mechanical control systems with fewer controls than the number of configuration variables. Control of underactu- ated systems is currently an active field of research due to their broad applications in Robotics, Aerospace Vehicles, and Marine Vehicles. The examples of underactuated systems include flexible-link robots, nobile robots, walking robots, robots on mo- bile platforms, cars, locomotive systems, snake-type and swimming robots, acrobatic robots, aircraft, spacecraft, helicopters, satellites, surface vessels, and underwater ve- hicles. Based on recent surveys, control of general underactuated systems is a major open problem. Almost all real-life mechanical systems possess kinetic symmetry properties, i.e. -
Erste Arbeiten Mit Zuse-Computern
HERMANN FLESSNER ERSTE ARBEITEN MIT ZUSE-COMPUTERN BAND 1 Erste Arbeiten mit Zuse-Computern Mit einem Geleitwort von Prof. Dr.-Ing. Horst Zuse Band 1 Rechnen, Planen und Konstruieren mit Computern Von Prof. em. Dr.-Ing. Hermann Flessner Universit¨at Hamburg Mit 166 Abbildungen Prof. em. Dr.-Ing. Hermann Flessner Geboren 1930 in Hamburg. Nach Abitur 1950 – 1952 Zimmererlehre in Dusseldorf.¨ 1953 – 1957 Studium des Bauingenieurwesens an der Technischen Hochschule Hannover. 1958 – 1962 Statiker undKonstrukteurinderEd.Zublin¨ AG. 1962 Wiss. Mitarbeiter am Institut fur¨ Massivbau der TH Hannover; dort 1964 Lehrauftrag und 1965 Promotion. Ebd. 1966 Professor fur¨ Elektronisches Rechnen im Bauwesen. 1968 – 1978 Professor fur¨ Angewandte Informatik im Ingenieurwesen an der Ruhr-Universit¨at Bochum; 1969 – 70 zwischenzeitlich Gastprofessor am Massachusetts Institute of Technology (M.I.T.), Cambridge, USA. Ab 1978 Ordentl. Professor fur¨ Angewandte Informatik in Naturwissenschaft und Technik an der Universit¨at Hamburg. Dort 1994 Emeritierung, danach beratender Ingenieur. Biografische Information der Deutschen Nationalbibliothek Die Deutsche Nationalbibliothek verzeichnet diese Publikation in der Deutschen Nationalbibliothek; detaillierte bibliografische Daten sind im Internet uber¨ http://dnb.d-nb.de abrufbar uber:¨ Flessner, Hermann: Erste Arbeiten mit ZUSE-Computern, Band 1 Dieses Werk ist urheberrechtlich geschutzt.¨ Die dadurch begrundeten¨ Rechte, insbesondere die der Ubersetzung,¨ des Nachdrucks, der Entnahme von Abbildungen, der Wiedergabe auf photomechani- schem oder digitalem Wege und der Speicherung in Datenverarbeitungsanlagen bzw. Datentr¨agern jeglicher Art bleiben, auch bei nur auszugsweiser Verwertung, vorbehalten. c 2016 H. Flessner, D - 21029 Hamburg 2. Auflage 2017 Herstellung..und Verlag:nBoD – Books on Demand, Norderstedt Text und Umschlaggestaltung: Hermann Flessner ISBN: 978-3-7412-2897-1 V Geleitwort Hermann Flessner kenne ich, pr¨aziser gesagt, er kennt mich als 17-j¨ahrigen seit ca. -
Konrad Zuse the Computer- My Life
Konrad Zuse The Computer- My Life Konrad Zuse The Computer- My Life With Forewords byEL.Bauer and H. Zemanek Springer-Verlag Berlin Heidelberg GmbH Professor Dr. Ing. E. h. Dr. mult. rer. nat. h.c. Konrad Zuse 1m Haselgrund 21, D-36088 Hunfeld, Germany Editor: Dr. Hans Wossner, Springer-Verlag Heidelberg Translators: Patricia McKenna, New York J.Andrew Ross, Springer-Verlag Heidelberg Titl e of the original German edition: Der Computer - Mein Lebenswerk, 1993 © Springer-Verlag Berlin Heidelberg 1984, 1986, 1990, 1993 Computing Reviews Classification (1991) : K. 2, A. 0 With 68 Figures ISBN 978-3-642-08 151 -4 ISBN 978-3-662-02931-2 (eBook) DOI 10.1007/978-3-662-02931-2 Libary of Congress Cataloging-in-Publication Data . Zuse, Konr ad . (Computer. mein Lebensw erk . English) Th e computer, my life / Konrad Zuse;with for eword s bv F.L. Bauer and H. Zemanek. p. cm. Includes bibliographical references and index. I. Zuse, Konrad. 2. Computers -Germany - History . 3. Computer engineers - Germany - Biography. I. Titl e. TK7885.22.Z87A3 1993 62I.39'092-dc20 [B] 93-18574 This work is subject to copyright. All rights are reserved , whether the whole world or part for the mat erial is concerned , specifically the rights of translation, reprinting, reuse ofillustrati- ons, recitation, broadcasting , reproduction on microfilm or in any ot her way, and storage in data banks. Dupli cation of this publication or parts thereof is permitted only under the pro- visions of German Copyr ight Law of September 9, 1965, in its current version , and permissi- on for use must always be obtained from Springer-Verlag. -
Cable Technician Pocket Guide Subscriber Access Networks
RD-24 CommScope Cable Technician Pocket Guide Subscriber Access Networks Document MX0398 Revision U © 2021 CommScope, Inc. All rights reserved. Trademarks ARRIS, the ARRIS logo, CommScope, and the CommScope logo are trademarks of CommScope, Inc. and/or its affiliates. All other trademarks are the property of their respective owners. E-2000 is a trademark of Diamond S.A. CommScope is not sponsored, affiliated or endorsed by Diamond S.A. No part of this content may be reproduced in any form or by any means or used to make any derivative work (such as translation, transformation, or adaptation) without written permission from CommScope, Inc and/or its affiliates ("CommScope"). CommScope reserves the right to revise or change this content from time to time without obligation on the part of CommScope to provide notification of such revision or change. CommScope provides this content without warranty of any kind, implied or expressed, including, but not limited to, the implied warranties of merchantability and fitness for a particular purpose. CommScope may make improvements or changes in the products or services described in this content at any time. The capabilities, system requirements and/or compatibility with third-party products described herein are subject to change without notice. ii CommScope, Inc. CommScope (NASDAQ: COMM) helps design, build and manage wired and wireless networks around the world. As a communications infrastructure leader, we shape the always-on networks of tomor- row. For more than 40 years, our global team of greater than 20,000 employees, innovators and technologists have empowered customers in all regions of the world to anticipate what's next and push the boundaries of what's possible. -
Dovetron Tempest RTTY Terminal Unit MPC-1000T Manual
( INSTRUCTION MANUAL DOVETRON MPC-lOOOT TEMPEST RTTY TERMINAL UNIT ( E-SERIES THE CONTENTS OF THIS MANUAL AND THE ATTACHED PRINTS ARE PROPRIETARY TO DOVETRON AND ARE PROVIDED FOR THE USER'S CONVENIENCE ONLY. NO PERMISSION, EXPRESSED OR IMPLIED, IS GIVEN FOR COMMERCIAL EXPLOITATION OF THE CONTENTS OF THIS MANUAL AND/OR THE ATTACHED PRINTS AND DRAWINGS. DOVETRON ~ 627 Fremont Avenue So. Pasadena, California, 91030 ~ P 0 Box 267 ~~ 213-682-3705 ~ Issue 3 MPC-1000T.200 and up. July 1982 ( ( CONTENTS MPC-1000T TEMPEST RTTY TERMINAL UNIT SECTION --PAGE DESCRIPTION 1 INSTALLATION AND OPERATION 5 THEORY OF OPERATION 8 CIRCUIT DESCRIPTIONS 12 LEVEL CONTROL 12 INPUT IMPEDANCE 12 CHANNEL FILTERS 13 SSD-100 SOLID STATE CROSS DISPLAY 14 BINARY BIT PROCESSOR (BBP-100) 17 LOW LEVEL POLAR (FSK) OUTPUTS 19 AFSK TONE KEYER (AFSK) 19 LOW VOLTAGE POWER SUPPLIES 20 POWER MAINS 20 POWER FUSE 20 THRESHOLD CONTROL 21 ( SIGNAL LOSS INDICATOR 21 MODE SWITCH 22 REAR PANEL PPT ( J8) 23 REAR PANEL LOCK (J5) 23 POLAR INPUT (J6) 23 SIGNAL LOSS (J7) 24 CALIBRATION PROCEDURES 25 VFO CALIBRATION 25 AFSK TONE KEYER ADJUSTMENT 25 MS-REV (RY) GENERATOR 26 SERVICE INSTRUCTIONS 28 TEST POINTS (MAIN BOARD) 28 TEST POINTS (BBP-100 ASSEMBLY) 29 TROUBLE SHOOTING 29 MTBF (MEAN TIME BEFORE FAILURE) 30 DOCUMENTATION 31 * * ( ( GENERAL DESCRIPTION The DOVETRON MPC-lOOOT TEMPEST RTTY Terminal Unit is a complete FSK modern, designed for both SEND-RECEIVE and RECEIVE-ONLY modes of operation. This unit meets the TEMPEST requirements of MIL STD 461 and NACSEM 5100 per testing done by a u. -
MVME6100 Single Board Computer Installation and Use P/N: 6806800D58E March 2009
Embedded Computing for Business-Critical ContinuityTM MVME6100 Single Board Computer Installation and Use P/N: 6806800D58E March 2009 © 2009 Emerson All rights reserved. Trademarks Emerson, Business-Critical Continuity, Emerson Network Power and the Emerson Network Power logo are trademarks and service marks of Emerson Electric Co. © 2008 Emerson Electric Co. All other product or service names are the property of their respective owners. Intel® is a trademark or registered trademark of Intel Corporation or its subsidiaries in the United States and other countries. Java™ and all other Java-based marks are trademarks or registered trademarks of Sun Microsystems, Inc. in the U.S. and other countries. Microsoft®, Windows® and Windows Me® are registered trademarks of Microsoft Corporation; and Windows XP™ is a trademark of Microsoft Corporation. PICMG®, CompactPCI®, AdvancedTCA™ and the PICMG, CompactPCI and AdvancedTCA logos are registered trademarks of the PCI Industrial Computer Manufacturers Group. UNIX® is a registered trademark of The Open Group in the United States and other countries. Notice While reasonable efforts have been made to assure the accuracy of this document, Emerson assumes no liability resulting from any omissions in this document, or from the use of the information obtained therein. Emerson reserves the right to revise this document and to make changes from time to time in the content hereof without obligation of Emerson to notify any person of such revision or changes. Electronic versions of this material may be read online, downloaded for personal use, or referenced in another document as a URL to a Emerson website. The text itself may not be published commercially in print or electronic form, edited, translated, or otherwise altered without the permission of Emerson, It is possible that this publication may contain reference to or information about Emerson products (machines and programs), programming, or services that are not available in your country. -
The Use of Computer Competencies of Students in the Departments of Physical Education and Sport Teaching, and School Teaching
INTERNATIONAL JOURNAL OF ENVIRONMENTAL & SCIENCE EDUCATION 2016, VOL. 11, NO. 15, 8470-8490 OPEN ACCESS The Use of Computer Competencies of Students in the Departments of Physical Education and Sport Teaching, and School Teaching Ilyas Okana Gazi University, TURKEY ABSTRACT This study aims to reveal the levels of the use of computer, which is nowadays one of the most important technologies, of teacher candidate studying in the departments of Physical Education and Sport Teaching, and School teaching; also aims to research whether there is differences according to various criteria or not. In research, data were collected via the survey “Specifying The Use of Computer Competencies of Students in the Departments of Physical Education and Sport Teaching, and School Teaching” with researcher adapting this to Departments of Physical Education and Sport Teaching, and School Teaching. The sample of this study consists of 210 students studying in Gazi University Faculty of Education School Teaching and Physical Education and Sport Teaching Departments in 2014-2015 academic years. Statistical package program was used for research data. Statistic technics such as ANOVA for class variable, t-test for the other variables and mean standard deviation were used. As a result of analysis conducted, the use of computer competencies of students in the departments of physical education and sport teaching, and school teaching was researched and it was figured out that students who have computers at home or who benefits from the computers in school lab use many computer program menus meaningfully a lot at the level of p<0,05. Based on the research results, suggestions for using computer effectively in Physical Education and Sport classes were presented. -
The Relay Computer of Carl Zeiss Jena
Oprema – 2019AUG26 The Relay Computer of Carl Zeiss Jena Jürgen F. H. Winkler Friedrich Schiller University, Jena The Oprema (Optikrechenmaschine = computer for optical calculations) was a relay computer whose development was initiated by Herbert Kortum and which was designed and built by a team under the leadership of Wilhelm Kämmerer at Carl Zeiss Jena (CZJ) in 1954 and 1955. Basic experiments, de‐ sign and construction of machine‐1 were all done, partly concurrently, in the remarkably short time of about 14 months. Shortly after the electronic G 2 of Heinz Billing in Göttingen it was the 7th universal computer in Germa‐ ny and the 1st in the GDR. The Oprema consisted of two identical machines. One machine consisted of about 8,300 relays, 45,000 selenium rectifiers and 250 km cable. The main reason for the construction of the Oprema was the computational needs of CZJ, which was the leading company for optics and precision me‐ chanics in the GDR. During its lifetime (1955−1963) the Oprema was applied by CZJ and a number of other institutes and companies in the GDR. The paper presents new details of the Oprema project and of the arithmetic operations implemented in the Oprema. Additionally, it covers briefly the lives of the two protagonists, W. Kämmerer and H. Kortum, and draws some comparisons with other early projects, namely Colossus, ASCC/Mark 1 and ENIAC. Finally, it discusses the question, whether Kortum is a German com‐ puter pioneer. Pre-history in Jena (CZJ) and became a member of Kortum’s At the beginning of the 20th century, three people development lab3.