Feedback Control: an Invisible Thread in the History of Technology
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Control Engineering for High School Students and Teachers: an Online Platform Development
Control Engineering for High School Students and Teachers: An Online Platform Development Farhad Farokhi and Iman Shames Contents Report ............................................ 1 1 Introduction . 1 2 Courses . 1 3 Interviews . 2 4 Educational games . 3 5 Remote laboratory . 4 6 Conclusions and future work . 5 Appendix .......................................... 6 A Example course 1: Feedback theory . 6 B Example course 2: Models . 9 C Example course 3: On/off control . 12 D Remote laboratory (RLAB) manual . 13 1 Introduction Based on our teen years and feedback from many of our colleagues and friends, we believe that the control engineering, although being a major building block of automated system in many processes and infrastructures, is a fairly alien subject to the students, parents, and teachers. Therefore, there is a need for introducing feedback control and its application to high school students and their teachers to recruit the next generation of engineers and scientists in this field. We also believe that the academic community has a responsibility to disseminate the information cheaply, if not freely, to a wide range of interested audience, be it students, parents, or teachers, across the globe. This way, we can guarantee that people from different socio- economic backgrounds and in different countries can make informed decisions regarding their careers and those of their friends and families. Motivated by these needs, in this project, we have attempted at developing an online platform for the students and their educators to read about the control engineering, watch lectures by researchers from academia and industry, access interviews with successful people in the control engineering community, and play online games to test their understanding and to possibly learn about the applications of the automatic control. -
EE C128 Chapter 10
Lecture abstract EE C128 / ME C134 – Feedback Control Systems Topics covered in this presentation Lecture – Chapter 10 – Frequency Response Techniques I Advantages of FR techniques over RL I Define FR Alexandre Bayen I Define Bode & Nyquist plots I Relation between poles & zeros to Bode plots (slope, etc.) Department of Electrical Engineering & Computer Science st nd University of California Berkeley I Features of 1 -&2 -order system Bode plots I Define Nyquist criterion I Method of dealing with OL poles & zeros on imaginary axis I Simple method of dealing with OL stable & unstable systems I Determining gain & phase margins from Bode & Nyquist plots I Define static error constants September 10, 2013 I Determining static error constants from Bode & Nyquist plots I Determining TF from experimental FR data Bayen (EECS, UCB) Feedback Control Systems September 10, 2013 1 / 64 Bayen (EECS, UCB) Feedback Control Systems September 10, 2013 2 / 64 10 FR techniques 10.1 Intro Chapter outline 1 10 Frequency response techniques 1 10 Frequency response techniques 10.1 Introduction 10.1 Introduction 10.2 Asymptotic approximations: Bode plots 10.2 Asymptotic approximations: Bode plots 10.3 Introduction to Nyquist criterion 10.3 Introduction to Nyquist criterion 10.4 Sketching the Nyquist diagram 10.4 Sketching the Nyquist diagram 10.5 Stability via the Nyquist diagram 10.5 Stability via the Nyquist diagram 10.6 Gain margin and phase margin via the Nyquist diagram 10.6 Gain margin and phase margin via the Nyquist diagram 10.7 Stability, gain margin, and -
IT Legacy Article Compendium
An IT Legacy Booklet March 2016 IT Legacy Article Compendium 1 INTRODUCTION – LOWELL A. BENSON, EDITOR Write a Book? How about an autobiography? Shortly after the Information Technology (IT) Legacy Committee was formed, Dick Lundgren began to write Legacy articles for the VIP Club newsletter. During the committee’s decade of volunteering, several other committee members have also written Legacy associated newsletter items. This booklet1 is a collection of those VIP Club newsletter articles. The first several articles are the history of the Legacy Committee as we felt our way through the quagmire of gathering documents and hardware artifacts and then cataloging them. So, to some degree, this is both a book and the IT Legacy Committee’s autobiography. This book complements our December 2015 ‘Article for the Month’. That too was a booklet: Measuring Success = Volunteer Hours; recapping a decade with summaries of over 100 on-line IT Legacy articles. I dedicate this document to James 'Rapp' Rapinac who passed away 23 January 2016. Rapp was a steadfast supporter of our legacy initiatives and a good friend. LABenson If you are using Adobe reader; clicking on any section in the table of contents will get you there. 2 TABLE OF CONTENTS 1 Introduction – Lowell A. Benson, editor ......................................................................................... 1 3 2006, First Year Articles ................................................................................................................. 8 3.1 March 2006 – Richard Lundgren ........................................................................................... -
Aircraft Propellers
U.S. WORKS PROGRESS ADMINISTRATION BIBLIOGRAPHY OF A E R 0 N A U T I C S Part 27 - Aircraft Propellers Compiled from the INDEX OF AERONAUTICS of the INSTITUTE OF THE AERONAUTICAL SCIENCES 30 Rockefeller Plaza New York City The Index and Bibliographies have been prepared by workers under the supervision of the U.S. WORKS PROGRESS ADMINISTRATION Cecil A. Ross Senior Project Supervisor Project 465-97-S-S1 (Formerly 165-97-6055) 19 3 7 FOREWORD This bibliography is one of a series which aims to cover a large part of aeronautical literature. It is pub lished by the U. S. Works Progress Administration Project 465-97-3-21 (formerly 165-97-6055) under the sponsorship of the New York City Department of Docks with the cooperation of the Institute of the Aeronautical Sciences. Request for Additions The Institute of the Aeronautical Sciences which is directing the U. S. Works Progress Administration staff of workers will appreciate receiving additional references, corrections and criticism, so that the bibliographies will be.more helpful when issued in final form. Request for Copies The bibliographies have been prepared with funds allotted by the U. S. Works Progress Administration. They may not be sold. Persons and organizations wishing to procure copies may apply for them by letter, stating the use for which they are needed. When it is possible to prepare additional copies such requests will receive first consideration. Robert R. Dexter Aeronautical Engineer Address all correspondence to: John R. Palmer Managing Project Supervisor U- S. Works Progress Administration 5111 R.C.A. -
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Memorial Tributes: Volume 3 HENDRIK WADE BODE 50 Copyright National Academy of Sciences. All rights reserved. Memorial Tributes: Volume 3 HENDRIK WADE BODE 51 Hendrik Wade Bode 1905–1982 By Harvey Brooks Hendrik Wade Bode was widely known as one of the most articulate, thoughtful exponents of the philosophy and practice of systems engineering—the science and art of integrating technical components into a coherent system that is optimally adapted to its social function. After a career of more than forty years with Bell Telephone Laboratories, which he joined shortly after its founding in 1926, Dr. Bode retired in 1967 to become Gordon McKay Professor of Systems Engineering (on a half-time basis) in what was then the Division of Engineering and Applied Physics at Harvard. He became professor emeritus in July 1974. He died at his home in Cambridge on June 21, 1982, at the age of seventy- six. He is survived by his wife, Barbara Poore Bode, whom he married in 1933, and by two daughters, Dr. Katharine Bode Darlington of Philadelphia and Mrs. Anne Hathaway Bode Aarnes of Washington, D.C. Hendrik Bode was born in Madison, Wisconsin, on December 24, 1905. After attending grade school in Tempe, Arizona, and high school in Urbana, Illinois, he went on to Ohio State University, from which he received his B.A. in 1924 and his M.A. in 1926, both in mathematics. He joined Bell Labs in 1926 to work on electrical network theory and the design of electric filters. While at Bell, he also pursued graduate studies at Columbia University, receiving his Ph.D. -
Review of Feedback Systems
CHAPTER 1 Review of Feedback Systems Marc Thompson Dr. Marc Thompson leads us to an appreciation of how the world has learned about FEEDBACK (negative) over the years, so we can understand how to do better feedback in our systems. /rap Introduction and Some Early History of Feedback Control A feedback system is one that compares its output to a desired input and takes corrective action to force the output to follow the input. Arguably, the beginnings of automatic feedback control 1 can be traced back to the work of James Watt in the 1700s. Watt did lots of work on steam engines, and he adapted 2 a centrifugal governor to automatically control the speed of a steam engine. The governor comprised two rotating metal balls that would fl y out due to centrifugal force. The amount of “ fl y-out ” was then used to regulate the speed of the steam engine by adjusting a throttle. This was an example of proportional control. The steam engines of Watt ’ s day worked well with the governor, but as steam engines became larger and better engineered, it was found that there could be stability problems in the engine speed. One of the problems was hunting , or an engine speed that would surge and decrease, apparently hunting for a stable operating point. This phenomenon was not well understood until the latter part of the 19th century, when James Maxwell 3 (yes, the same Maxwell famous for all those equations) developed the mathematics of the stability of the Watt governor using differential equations. 1 Others may argue that the origins of feedback control trace back to the water clocks and fl oat regulators of the ancients. -
Science and the Instrument-Maker
r f ^ Science and the Instrument-maker MICHELSON, SPERRY, AND THE SPEED OF LIGHT Thomas Parke Hughes SMITHSONIAN STUDIES IN HISTORY AND TECHNOLOGY • NUMBER 37 Science and the Instrument-maker MICHELSON, SPERRY, AND THE SPEED OF LIGHT Thomas Parke Hughes Qmit/isoDian Ij;i^titution 'PJ^SS City of Washington 1976 ABSTRACT Hughes, Thomas Parke. Science and the Instrument-maker: Michelson, Sperry, and the Speed of Light. Smithsonian Studies in History and Technology, number 37, 18 pages, 9 figures, 2 tables, 1976.-This essay focuses on the cooperative efforts between A. A. Michelson, physicist, and Elmer Ambrose Sperry, inventor, to produce the instr.umentation for the determination of the speed of light. At the conclusion of experiments made in 1926, Michelson assigned the Sperry in struments the highest marks for accuracy. The value of the speed of light accepted by many today (299,792.5 km/sec) varies only 2.5 km/sec from that obtained using the Sperry octagonal steel mirror. The main problems of producing the instrumentation, human error in the communication of ideas to effect that in strumentation, a brief description of the experiments to determine the speed of light, and the analysis and evaluation of the results are discussed. OFFICIAL PUBLICATION DATE is handstamped in a limited number of initial copies and is recorded in the Institution's report, Smithsonian Year. Si PRESS NUMBER 6I41. COVER: A. A. Michelson and Elmer Ambrose Sperry. Library of Congress Cataloging in Publication Data Hughes, Thomas Parke. Science and the instrument-maker. (Smithsonian studies in histoi7 and technology ; no. 37) Supt. -
History of Nonlinear Oscillations Theory in France (1880–1940)
Archimedes 49 New Studies in the History and Philosophy of Science and Technology Jean-Marc Ginoux History of Nonlinear Oscillations Theory in France (1880–1940) History of Nonlinear Oscillations Theory in France (1880–1940) Archimedes NEW STUDIES IN THE HISTORY AND PHILOSOPHY OF SCIENCE AND TECHNOLOGY VOLUME 49 EDITOR JED Z. BUCHWALD, Dreyfuss Professor of History, California Institute of Technology, Pasadena, USA. ASSOCIATE EDITORS FOR MATHEMATICS AND PHYSICAL SCIENCES JEREMY GRAY, The Faculty of Mathematics and Computing, The Open University, UK. TILMAN SAUER, Johannes Gutenberg University Mainz, Germany ASSOCIATE EDITORS FOR BIOLOGICAL SCIENCES SHARON KINGSLAND, Department of History of Science and Technology, Johns Hopkins University, Baltimore, USA. MANFRED LAUBICHLER, Arizona State University, USA ADVISORY BOARD FOR MATHEMATICS, PHYSICAL SCIENCES AND TECHNOLOGY HENK BOS, University of Utrecht, The Netherlands MORDECHAI FEINGOLD, California Institute of Technology, USA ALLAN D. FRANKLIN, University of Colorado at Boulder, USA KOSTAS GAVROGLU, National Technical University of Athens, Greece PAUL HOYNINGEN-HUENE, Leibniz University in Hannover, Germany TREVOR LEVERE, University of Toronto, Canada JESPER LÜTZEN, Copenhagen University, Denmark WILLIAM NEWMAN, Indiana University, Bloomington, USA LAWRENCE PRINCIPE, The Johns Hopkins University, USA JÜRGEN RENN, Max Planck Institute for the History of Science, Germany ALEX ROLAND, Duke University, USA ALAN SHAPIRO, University of Minnesota, USA NOEL SWERDLOW, California Institute of Technology, -
Genios De La Ingeniería Eléctrica
Genios de la Ingeniería Eléctrica COLECCIÓN GIGANTES Genios de la Ingeniería Eléctrica De la A a la Z Jesús Fraile Mora Fundación Iberdrola • 2006 • Patronato de la Fundación Iberdrola Presidente: D. Íñigo de Oriol Ybarra Vicepresidente: D. Javier Herrero Sorriqueta Patronos: D. Ricardo Álvarez Isasi D. José Ignacio Berroeta Echevarría D. José Orbegozo Arroyo D. Ignacio de Pinedo Cabezudo D. Antonio Sáenz de Miera D. Ignacio Sánchez Galán D. Víctor Urrutia Vallejo Secretario: D. Federico San Sebastián Flechoso Colección Gigantes Genios de la Ingeniería Eléctrica. De la A a la Z. © Jesús Fraile Mora © Fundación Iberdrola C/ Serrano, 26 - 1.ª 28001 Madrid Director de la Colección: José Luis de la Fuente O´Connor Editora: Marina Conde Morala ISBN: 84-609-9775-8 Depósito legal: M. 11.849-2006 Diseño, preimpresión e impresión: Gráficas Arias Montano, S. A. 28935 Móstoles (Madrid) Impreso en España - Printed in Spain Reservados todos los derechos. Está prohibido reproducir, registrar o transmitir esta publicación, íntegra o parcialmente, salvo para fines de crítica o comentario, por cualquier medio digital o analógico, sin permiso por escrito de los depositarios de los derechos. Los análisis, opiniones, conclusiones y recomendaciones que se puedan verter en esta publicación son del autor y no tienen por qué coincidir necesariamente con los de la Fundación Iberdrola. AGRADECIMIENTOS Quienquiera que se dedique a un trabajo de investigación histórica de la guisa de éste, se convierte en una pesadilla para los biblioteca- rios. Han sido muchos los años que me he dedicado a hurgar en los fondos antiguos de diversas bibliotecas, en busca de libros y revistas de todo tipo, por lo que he tenido tiempo de convivir con archi- veros y bibliotecarios que soportaron con paciencia y buen humor todas mis depredaciones. -
Measuring the Control Loop Response of a Power Supply Using an Oscilloscope ––
Measuring the Control Loop Response of a Power Supply Using an Oscilloscope –– APPLICATION NOTE MSO 5/6 with built-in AFG AFG Signal Injection Transformers J2100A/J2101A VIN VOUT TPP0502 TPP0502 5Ω RINJ T1 Modulator R1 fb – comp R2 + + VREF – Measuring the Control Loop Response of a Power Supply Using an Oscilloscope APPLICATION NOTE Most power supplies and regulators are designed to maintain a Introduction to Frequency Response constant voltage over a specified current range. To accomplish Analysis this goal, they are essentially amplifiers with a closed feedback loop. An ideal supply needs to respond quickly and maintain The frequency response of a system is a frequency-dependent a constant output, but without excessive ringing or oscillation. function that expresses how a reference signal (usually a Control loop measurements help to characterize how a power sinusoidal waveform) of a particular frequency at the system supply responds to changes in output load conditions. input (excitation) is transferred through the system. Although frequency response analysis may be performed A generalized control loop is shown in Figure 1 in which a using dedicated equipment, newer oscilloscopes may be sinewave a(t) is applied to a system with transfer function used to measure the response of a power supply control G(s). After transients due to initial conditions have decayed loop. Using an oscilloscope, signal source and automation away, the output b(t) becomes a sinewave but with a different software, measurements can be made quickly and presented magnitude B and relative phase Φ. The magnitude and phase as familiar Bode plots, making it easy to evaluate margins and of the output b(t) are in fact related to the transfer function compare circuit performance to models. -
Affine Laws and Learning Approaches for Witsenhausen
Special Topics Seminar Affine Laws and Learning Approaches for Witsenhausen Counterexample Hajir Roozbehani Dec 7, 2011 Outline I Optimal Control Problems I Affine Laws I Separation Principle I Information Structure I Team Decision Problems I Witsenhausen Counterexample I Sub-optimality of Affine Laws I Quantized Control I Learning Approach Linear Systems Discrete Time Representation In a classical multistage stochastic control problem, the dynamics are x(t + 1) = Fx(t) + Gu(t) + w(t) y(t) = Hx(t) + v(t); where v(t) and y(t) are independent sequences of random variables and u(t) = γ(y(t)) is the control law (or decision rule). A cost function J(γ; x(0)) is to be minimized. Linear Systems Discrete Time Representation In a classical multistage stochastic control problem, the dynamics are x(t + 1) = Fx(t) + Gu(t) + w(t) y(t) = Hx(t) + v(t); where v(t) and y(t) are independent sequences of random variables and u(t) = γ(y(t)) is the control law (or decision rule). A cost function J(γ; x(0)) is to be minimized. Success Stories with Affine Laws LQR Consider a linear dynamical system n m x(t + 1) = Fx(t) + Gu(t); x(t) 2 R ; u(t) 2 R with complete information and the task of finding a pair (x(t); u(t)) that minimizes the functional T X 0 0 J(u(t)) = [x(t) Qx(t) + u(t) Ru(t)]; t=0 subject to the described dynamical constraints and for Q > 0; R > 0. This is a convex optimization problem with an affine solution: 0 u∗(t) = −R−1B P(t)x(t); where P(t) is to be found by solving algebraic Riccati equations. -
Elmer Ambrose Sperry Papers 1893
Elmer Ambrose Sperry papers 1893 This finding aid was produced using ArchivesSpace on September 14, 2021. Description is written in: English. Describing Archives: A Content Standard Manuscripts and Archives PO Box 3630 Wilmington, Delaware 19807 [email protected] URL: http://www.hagley.org/library Elmer Ambrose Sperry papers 1893 Table of Contents Summary Information .................................................................................................................................... 3 Biographical Note .......................................................................................................................................... 3 Scope and Content ......................................................................................................................................... 4 Administrative Information ............................................................................................................................ 7 Related Materials ........................................................................................................................................... 7 Controlled Access Headings .......................................................................................................................... 8 Collection Inventory ....................................................................................................................................... 8 Personal .......................................................................................................................................................