Subject Index van der Pol equation. 1 self-excited vibration forced vibration. 1.2 vortex resonance vortex shedding Karman vortex
|
|
- Elfrieda Goodman
- 5 years ago
- Views:
Transcription
1 1 self-excited vibration forced vibration 1.1 natural vibration conservative system parametric vibration non-autonomous system generalized coordinates elliptic integral homogeneous non-homogeneous primary resonance main resonance sub harmonic resonance super harmonic resonance combination frequency natural mode internal resonance combinational resonance Faraday, M. parametric resonance Mathieu s equation Strutt diagram Strutt, J. van der Pol van der Pol equation 1.2 vortex resonance vortex shedding Karman vortex nonconservative force positive definite stable equilibrium negative definite unstable equilibrium quasi-harmonic generalized dynamic system feedback closed loop Harkevich operator differential operator hybrid system Ritz-Galerkin method assumed-modes method 2 phase plane method point mapping method
2 3 Hurwitz criterion 3.5 quadratic form criterion 4 Hopf bifurcation theorem Lindstedt-Poincare method average method method of multiple scales 5 Nyquist stability criterion Popov stability criterion describing function method optimal control 6 chatter 6.3 hunting 7 nonholonomic constraint 8 fluid film force internal damping 9 flexible structure flutter cantilevered pipe classical flutter airfoil stall flutter fluid-elastic instability 10 time delay 2 phase diagram limit cycle hard excitation 2.1 Poincare, H. state space phase point phase path phase trajectory turning point center saddle characteristic equation coincident discriminant node focus spiral restoring force Rayleigh vibrator van der Pol vibrator Rayleigh equation van der Pol equation Taylor expansion nonsingular transformation attractor repellor index 2.6 soft excitation 391
3 2.7.2 relaxation vibration non-smooth Coulumb friction equilibrium zone Liénard construction continuum impulsive energy Poincare map hyperplane transversally open segment Bernoulli equation block diagram dead-zone sequential function Lamery diagram 3 stability algebraic criterion geometric criterion 3.1 Lyapunov, A. M eigenvalue problem characteristic equation characteristic value eigenvalue Routh, E. J. Routh problem Hurwitz, A. criterion of Liénard-Chipart Mihairov curve hodograph coprime 3.4 coefficient space parameter space subspace stable region boundary surface bifurcation node-saddle bifurcation Hopf-bifurcation Hopf, E Andronov, A. A. 3.5 holonomic system Lagrange s equation inertial force dissipative force gyroscopic force conservative force circulatory force quadratic form positive definite smooth function family trajectory 392
4 manifold singular point Lipschitz property topological chaotic non-degenerate eigenpair Hartman-Grobman theorem flow hyperbolic flow hyperbolic linear system invariant hyperbolic fixed point open subset open interval parameterization concomitant hyperbolicity center manifold theorem eigenspace invariant subspace invariant manifold stable manifold center manifold unstable manifold center subspace stable subspace unstable subspace 4.2 canonical form Poincare-Birkhoff normal form Poincare-Androvov-Hopf theorem 4.3 secular term fundamental frequency periodicity trivial solution 4.4 Krylov, N. M. Bogoliubov, N. N. 4.5 Sturrock, P. A. Nayfeh, A. H differential operator 5 transfer function frequency domain frequency criterion optimal algorithm input response output controller controlled object error input command control effect desired output reference input component proportional component amplification coefficient inertial component time constant oscillatory component 393
5 damping ratio integral component differential component time delay component delay time Laplace transformation rational fraction signal channel feedback channel forward channel polynomial 5.2 Nyquist criterion Nyquist, H. pole frequency response Lurie, A. I. Postnikov, V. I. absolute stability Popov, V. M Popov Theorems modified frequency response 5.4 Goldfarb, L. S. Kochenburger, R. K describing function on-off nonlinearity hysteresis saturation nonlinearity 5.5 quadratic optimal control pole allocation optimal control performance index Lagrange multiplier Euler s equation Riccati differential equation Kalman, E. Riccati algebraic matrix equation optimal control law optimal output control 6 constitutive law friction instability Leonardo da Vinci Amontons, G. Coulomb, C. A. kinetic friction Coulomb friction law static friction Stribeck curve Karnopp, D. Newton s law momentum stick-slip motion 6.2 Dudley, B. R. Swift, H. W non-smooth 394
6 6.3.1 friction drop logarithmic spiral 6.4 Gallina, P. Giobagononi, M asymmetric dynamic couple 7 dynamic shimmy tire force cornering force nonholonomic constraint D-decomposition anisotropic continuum constraint force d Alembert s principle cornering force slip angle tractive force lateral force normal force overturning moment rolling resistance moment alignment moment Brouheit, M. G. Point contact theory Stretch spring theory von Schlippe, B. Collins, R Brouheit, M. G. slip law Greidanus, J. H. Keldish, M. B nonholonomic constraint kingpin axis mechanical trail pneumatic trail freeplay Grossman, D. T. Gordan, J. T Neimark, Y. I. D-decomposition 8 internal damping aerodynamic cross coupling torsional coupling fluid film force rotor whirl planar whirl oil film force labyrinth seal force work fluid force certrifugal force synchronous whirl nonsynchronous whirl whirl frequency Jeffcott, H. H. mass unbalance supersynchronous whirl subsynchronous whirl nonsynchronous whirl 395
7 cone whirl Rankine, W. A. Jeffcott rotor hydrodynamic pressure film pressure converging wedge off-center diverging wedge Reynolds, O. Reynolds equation Newtonian fluid laminar mass conservation impermeable incompressible fluid adherence condition Gümbel condition cavitated bearing Sommerfeld s number Stodola, A. cross-coupled average circumferential velocity ratio eccentricity secondary flow oil whirl oil whip Muszynska, A. Muszynska model Poore, A. B. Hollis, P. Taylor, D. L. Deepak, J. C. Noah, S. T Lund, J. W. half-speed whirl Guo, Z. L. Kirk, R. G. Crandall, S. H. Wang, J. K. Khonsari, M. M spectrum cascade processional Ritz method finite element method hysteresis Hook s law constitutive law 9 Strouhal, V. vortex-induced vibration flutter random vibration vortex resonance airfoil galloping bluff section cross flow 9.1 Rayleigh, Lord von Karman vortex shedding bluff cylinder 396
8 stagnation pressure Reynolds numbers Lienhard, J. H. subcritical supercritical Jackson, C. P. Navier-Stokes equations Karman vortex street Strouhal number Jackson, C. P. Mach number turbulence spectrum frequency lock-in submultiple Bishop, R. E. Hassan, A. Y. Hartlen, R. T. Currie, I. G. Liénard s equation Skop, A. Griffin, O. M. lift coefficient internal resonance Scalan, R. H. Goswami, I. fluctuation shear layer taper ratio included angle 9.2 fluid-conveying Bourrieres, F. J. eigenvalue problem transverse deflection modulus bending moment tension Gregory, R. W. Paidousis, M. P Rousselet, J. Herrmann, G. slenderness friction factor self-adjoint transcendental open system Coriolis force Holmes, P. J. divergence instability Chen, S. S. 9.3 torsion plunge Lanchester, F. W. classical flutter stall flutter galloping elastic axis leading edge chordwise chord length bending rigidity the torsional rigidity quasi-steady assumption moment coefficient Joukowsky s theorem semispan lift coefficient Galerkin method 397
9 9.3.3 aerodynamic center velocity circulation circulation Lee, B. H. K. Liu, L. Chung, K. W. Sheta, E. F elastic center Maxwell s theorem reciprocity aerodynamic center midchord line plunge pitch 9.4 aeroelastic instability angle of attack lateral force coefficient attack angle Parkinson, G. V. Smith, J. D. reduced velocity dissipative force 9.5 cylinder arrays turbulent excitation acoustic excitation fluid-elastic instability added mass fluid stiffness force cross flow reduced velocity Price, S. J. Paidousis, M. P dissipative coefficient 10.2 position control command half-plane 10.4 hydraulic actuator compressibility generalized negative damping phase lag Fourier analysis frequency spectrum phase crossover feedback channel forward channel minimal model motive force vibrating body exciting body dynamic damper 398
10 wake oscillator parameter estimation grey box identification Minis, I. E. frequency domain Cochard, A Hamilton s principle undisturbed motion principal axes virtual work generalized coordinates elliptic integral configuration space stationary piezoelectric sensor actuator layer strain-energy Kirchhoff quadrilateral element Kirchhoff technique interpolation function McIver, D. B. open boundary closed boundary open volume closed volume 11.5 discretization assumed modes method finite element method lumped parameter method Euler-beam theory flexural stiffness Holzer s method Myklestad s method trial functions distribution function free end Dirac function mode function orthogonality Rayleigh-Ritz method global function local function admissible function 11.6 active control passive control Hu, H. Y. Hu, M. L. ultrasonic motor Theodorsen s aerodynamic force robust controller 399
Self-Excited Vibration
Wenjing Ding Self-Excited Vibration Theory, Paradigms, and Research Methods With 228 figures Ö Springer Contents Chapter 1 Introduction 1 1.1 Main Features of Self-Excited Vibration 1 1.1.1 Natural Vibration
More informationVibration Dynamics and Control
Giancarlo Genta Vibration Dynamics and Control Spri ringer Contents Series Preface Preface Symbols vii ix xxi Introduction 1 I Dynamics of Linear, Time Invariant, Systems 23 1 Conservative Discrete Vibrating
More information202 Index. failure, 26 field equation, 122 force, 1
Index acceleration, 12, 161 admissible function, 155 admissible stress, 32 Airy's stress function, 122, 124 d'alembert's principle, 165, 167, 177 amplitude, 171 analogy, 76 anisotropic material, 20 aperiodic
More informationCOPYRIGHTED MATERIAL. Index
Index A Admissible function, 163 Amplification factor, 36 Amplitude, 1, 22 Amplitude-modulated carrier, 630 Amplitude ratio, 36 Antinodes, 612 Approximate analytical methods, 647 Assumed modes method,
More informationIndex. Index. More information. in this web service Cambridge University Press
A-type elements, 4 7, 18, 31, 168, 198, 202, 219, 220, 222, 225 A-type variables. See Across variable ac current, 172, 251 ac induction motor, 251 Acceleration rotational, 30 translational, 16 Accumulator,
More informationContents. I Introduction 1. Preface. xiii
Contents Preface xiii I Introduction 1 1 Continuous matter 3 1.1 Molecules................................ 4 1.2 The continuum approximation.................... 6 1.3 Newtonian mechanics.........................
More informationSAMCEF For ROTORS. Chapter 1 : Physical Aspects of rotor dynamics. This document is the property of SAMTECH S.A. MEF A, Page 1
SAMCEF For ROTORS Chapter 1 : Physical Aspects of rotor dynamics This document is the property of SAMTECH S.A. MEF 101-01-A, Page 1 Table of Contents rotor dynamics Introduction Rotating parts Gyroscopic
More informationVibrations in Mechanical Systems
Maurice Roseau Vibrations in Mechanical Systems Analytical Methods and Applications With 112 Figures Springer-Verlag Berlin Heidelberg New York London Paris Tokyo Contents Chapter I. Forced Vibrations
More informationAdvanced Vibrations. Elements of Analytical Dynamics. By: H. Ahmadian Lecture One
Advanced Vibrations Lecture One Elements of Analytical Dynamics By: H. Ahmadian ahmadian@iust.ac.ir Elements of Analytical Dynamics Newton's laws were formulated for a single particle Can be extended to
More informationStructural Dynamics Lecture Eleven: Dynamic Response of MDOF Systems: (Chapter 11) By: H. Ahmadian
Structural Dynamics Lecture Eleven: Dynamic Response of MDOF Systems: (Chapter 11) By: H. Ahmadian ahmadian@iust.ac.ir Dynamic Response of MDOF Systems: Mode-Superposition Method Mode-Superposition Method:
More informationMOOC QP Set 2 Principles of Vibration Control
Section I Section II Section III MOOC QP Set 2 Principles of Vibration Control (TOTAL = 100 marks) : 20 questions x 1 mark/question = 20 marks : 20 questions x 2 marks/question = 40 marks : 8 questions
More informationFluid Dynamics: Theory, Computation, and Numerical Simulation Second Edition
Fluid Dynamics: Theory, Computation, and Numerical Simulation Second Edition C. Pozrikidis m Springer Contents Preface v 1 Introduction to Kinematics 1 1.1 Fluids and solids 1 1.2 Fluid parcels and flow
More informationContents. Dynamics and control of mechanical systems. Focus on
Dynamics and control of mechanical systems Date Day 1 (01/08) Day 2 (03/08) Day 3 (05/08) Day 4 (07/08) Day 5 (09/08) Day 6 (11/08) Content Review of the basics of mechanics. Kinematics of rigid bodies
More informationBack Matter Index The McGraw Hill Companies, 2004
INDEX A Absolute viscosity, 294 Active zone, 468 Adjoint, 452 Admissible functions, 132 Air, 294 ALGOR, 12 Amplitude, 389, 391 Amplitude ratio, 396 ANSYS, 12 Applications fluid mechanics, 293 326. See
More informationLecture 6 mechanical system modeling equivalent mass gears
M2794.25 Mechanical System Analysis 기계시스템해석 lecture 6,7,8 Dongjun Lee ( 이동준 ) Department of Mechanical & Aerospace Engineering Seoul National University Dongjun Lee Lecture 6 mechanical system modeling
More informationDynamic Systems. Modeling and Analysis. Hung V. Vu. Ramin S. Esfandiari. THE McGRAW-HILL COMPANIES, INC. California State University, Long Beach
Dynamic Systems Modeling and Analysis Hung V. Vu California State University, Long Beach Ramin S. Esfandiari California State University, Long Beach THE McGRAW-HILL COMPANIES, INC. New York St. Louis San
More informationPart 1: Discrete systems
Part 1: Discrete systems Introduction Single degree of freedom oscillator Convolution integral Beat phenomenon Multiple p degree of freedom discrete systems Eigenvalue problem Modal coordinates Damping
More informationNON-LINEAR VIBRATION. DR. Rabinarayan Sethi,
DEPT. OF MECHANICAL ENGG., IGIT Sarang, Odisha:2012 Course Material: NON-LINEAR VIBRATION PREPARED BY DR. Rabinarayan Sethi, Assistance PROFESSOR, DEPT. OF MECHANICAL ENGG., IGIT SARANG M.Tech, B.Tech
More informationTable of Contents. Preface... 13
Table of Contents Preface... 13 Chapter 1. Vibrations of Continuous Elastic Solid Media... 17 1.1. Objective of the chapter... 17 1.2. Equations of motion and boundary conditions of continuous media...
More informationSTICK-SLIP WHIRL INTERACTION IN DRILLSTRING DYNAMICS
STICK-SLIP WHIRL INTERACTION IN DRILLSTRING DYNAMICS R. I. Leine, D. H. van Campen Department of Mechanical Engineering, Eindhoven University of Technology, P. O. Box 513, 5600 MB Eindhoven, The Netherlands
More informationDynamics and control of mechanical systems
Dynamics and control of mechanical systems Date Day 1 (03/05) - 05/05 Day 2 (07/05) Day 3 (09/05) Day 4 (11/05) Day 5 (14/05) Day 6 (16/05) Content Review of the basics of mechanics. Kinematics of rigid
More informationVortex Induced Vibrations
Vortex Induced Vibrations By: Abhiroop Jayanthi Indian Institute of Technology, Delhi Some Questions! What is VIV? What are the details of a steady approach flow past a stationary cylinder? How and why
More informationModeling and Simulation for Automatic Control
Modeling and Simulation for Automatic Control Olav Egeland and Jan Tommy Gravdahl Norwegian University of Science and Technology Trondheim, Norway MARINE CYBERNETICS Г~Т.! " " http://www.mannecybemetics.com
More informationStructural Dynamics Lecture 4. Outline of Lecture 4. Multi-Degree-of-Freedom Systems. Formulation of Equations of Motions. Undamped Eigenvibrations.
Outline of Multi-Degree-of-Freedom Systems Formulation of Equations of Motions. Newton s 2 nd Law Applied to Free Masses. D Alembert s Principle. Basic Equations of Motion for Forced Vibrations of Linear
More informationFLUID STRUCTURE INTERACTIONS PREAMBLE. There are two types of vibrations: resonance and instability.
FLUID STRUCTURE INTERACTIONS PREAMBLE There are two types of vibrations: resonance and instability. Resonance occurs when a structure is excited at a natural frequency. When damping is low, the structure
More informationα Cubic nonlinearity coefficient. ISSN: x DOI: : /JOEMS
Journal of the Egyptian Mathematical Society Volume (6) - Issue (1) - 018 ISSN: 1110-65x DOI: : 10.1608/JOEMS.018.9468 ENHANCING PD-CONTROLLER EFFICIENCY VIA TIME- DELAYS TO SUPPRESS NONLINEAR SYSTEM OSCILLATIONS
More informationA Singular Perturbation Approach in Nonlinear Aeroelasticity for Limit-Cycle Oscillations
Nonlinear Aeroelasticity for Limit-Cycle Oscillations Franco Mastroddi Daniele Dessi Luigi Morino Davide Cantiani Istituto Nazionale per Studi ed Esperienze di Architettura Navale Dipartimento di Ingegneria
More informationDynamics of structures
Dynamics of structures 2.Vibrations: single degree of freedom system Arnaud Deraemaeker (aderaema@ulb.ac.be) 1 Outline of the chapter *One degree of freedom systems in real life Hypothesis Examples *Response
More informationAdvanced Vibrations. Distributed-Parameter Systems: Exact Solutions (Lecture 10) By: H. Ahmadian
Advanced Vibrations Distributed-Parameter Systems: Exact Solutions (Lecture 10) By: H. Ahmadian ahmadian@iust.ac.ir Distributed-Parameter Systems: Exact Solutions Relation between Discrete and Distributed
More informationFlight Dynamics, Simulation, and Control
Flight Dynamics, Simulation, and Control For Rigid and Flexible Aircraft Ranjan Vepa CRC Press Taylor & Francis Group Boca Raton London New York CRC Press is an imprint of the Taylor & Francis Group, an
More informationTheory and Practice of Rotor Dynamics Prof. Rajiv Tiwari Department of Mechanical Engineering Indian Institute of Technology Guwahati
Theory and Practice of Rotor Dynamics Prof. Rajiv Tiwari Department of Mechanical Engineering Indian Institute of Technology Guwahati Module - 7 Instability in Rotor Systems Lecture - 2 Fluid-Film Bearings
More informationIntroduction to Continuous Systems. Continuous Systems. Strings, Torsional Rods and Beams.
Outline of Continuous Systems. Introduction to Continuous Systems. Continuous Systems. Strings, Torsional Rods and Beams. Vibrations of Flexible Strings. Torsional Vibration of Rods. Bernoulli-Euler Beams.
More informationTheory and Practice of Rotor Dynamics Prof. Rajiv Tiwari Department of Mechanical Engineering Indian Institute of Technology Guwahati
Theory and Practice of Rotor Dynamics Prof. Rajiv Tiwari Department of Mechanical Engineering Indian Institute of Technology Guwahati Module - 7 Instability in rotor systems Lecture - 4 Steam Whirl and
More informationUNIT-I (FORCE ANALYSIS)
DHANALAKSHMI SRINIVASAN INSTITUTE OF RESEACH AND TECHNOLOGY DEPARTMENT OF MECHANICAL ENGINEERING QUESTION BANK ME2302 DYNAMICS OF MACHINERY III YEAR/ V SEMESTER UNIT-I (FORCE ANALYSIS) PART-A (2 marks)
More informationThe written qualifying (preliminary) examination covers the entire major field body of knowledge
Dynamics The field of Dynamics embraces the study of forces and induced motions of rigid and deformable material systems within the limitations of classical (Newtonian) mechanics. The field is intended
More informationAEROSPACE ENGINEERING
AEROSPACE ENGINEERING Subject Code: AE Course Structure Sections/Units Topics Section A Engineering Mathematics Topics (Core) 1 Linear Algebra 2 Calculus 3 Differential Equations 1 Fourier Series Topics
More informationANALYSIS AND IDENTIFICATION IN ROTOR-BEARING SYSTEMS
ANALYSIS AND IDENTIFICATION IN ROTOR-BEARING SYSTEMS A Lecture Notes Developed under the Curriculum Development Scheme of Quality Improvement Programme at IIT Guwahati Sponsored by All India Council of
More informationVibrations and Waves in Continuous Mechanical Systems
Vibrations and Waves in Continuous Mechanical Systems Peter Hagedorn TU Darmstadt, Germany Anirvan DasGupta IIT Kharagpur, India BICENTENNIAL John Wiley & Sons, Ltd Preface xi 1 Vibrations of strings and
More informationROTATING MACHINERY VIBRATION
SECOND EDITION ROTATING MACHINERY VIBRATION From Analysis to Troubleshooting MAURICE L. ADAMS, JR Case Western Reserve University Cleveland, Ohio W^ C\ CRC Press У Taylor &. Francis Group Boca Raton London
More informationSelf-Excited Vibration in Hydraulic Ball Check Valve
Self-Excited Vibration in Hydraulic Ball Check Valve L. Grinis, V. Haslavsky, U. Tzadka Abstract This paper describes an experimental, theoretical model and numerical study of concentrated vortex flow
More informationIntroduction to Applied Nonlinear Dynamical Systems and Chaos
Stephen Wiggins Introduction to Applied Nonlinear Dynamical Systems and Chaos Second Edition With 250 Figures 4jj Springer I Series Preface v L I Preface to the Second Edition vii Introduction 1 1 Equilibrium
More informationENGINEERING FLUID MECHANICS. CHAPTER 1 Properties of Fluids
CHAPTER 1 Properties of Fluids ENGINEERING FLUID MECHANICS 1.1 Introduction 1.2 Development of Fluid Mechanics 1.3 Units of Measurement (SI units) 1.4 Mass, Density, Specific Weight, Specific Volume, Specific
More informationANSWERS 403 INDEX. Bulk modulus 238 Buoyant force 251
ANSWERS 403 INDEX A Absolute scale temperature 276 Absolute zero 276 Acceleration (linear) 45 Acceleration due to gravity 49,189 Accuracy 22 Action-reaction 97 Addition of vectors 67 Adiabatic process
More informationName: Fall 2014 CLOSED BOOK
Name: Fall 2014 1. Rod AB with weight W = 40 lb is pinned at A to a vertical axle which rotates with constant angular velocity ω =15 rad/s. The rod position is maintained by a horizontal wire BC. Determine
More information2011 Christopher William Olenek
2011 Christopher William Olenek STUDY OF REDUCED ORDER MODELS FOR VORTEX-INDUCED VIBRATION AND COMPARISON WITH CFD RESULTS BY CHRISTOPHER WILLIAM OLENEK THESIS Submitted in partial fulfillment of the requirements
More informationStructural Dynamics A Graduate Course in Aerospace Engineering
Structural Dynamics A Graduate Course in Aerospace Engineering By: H. Ahmadian ahmadian@iust.ac.ir The Science and Art of Structural Dynamics What do all the followings have in common? > A sport-utility
More informationWORK SHEET FOR MEP311
EXPERIMENT II-1A STUDY OF PRESSURE DISTRIBUTIONS IN LUBRICATING OIL FILMS USING MICHELL TILTING PAD APPARATUS OBJECTIVE To study generation of pressure profile along and across the thick fluid film (converging,
More informationAeroelasticity. Lecture 7: Practical Aircraft Aeroelasticity. G. Dimitriadis. AERO0032-1, Aeroelasticity and Experimental Aerodynamics, Lecture 7
Aeroelasticity Lecture 7: Practical Aircraft Aeroelasticity G. Dimitriadis AERO0032-1, Aeroelasticity and Experimental Aerodynamics, Lecture 7 1 Non-sinusoidal motion Theodorsen analysis requires that
More informationDynamics of Machinery
Dynamics of Machinery Two Mark Questions & Answers Varun B Page 1 Force Analysis 1. Define inertia force. Inertia force is an imaginary force, which when acts upon a rigid body, brings it to an equilibrium
More informationFinal Exam Solution Dynamics :45 12:15. Problem 1 Bateau
Final Exam Solution Dynamics 2 191157140 31-01-2013 8:45 12:15 Problem 1 Bateau Bateau is a trapeze act by Cirque du Soleil in which artists perform aerial maneuvers on a boat shaped structure. The boat
More informationINTRODUCTION TO THE CALCULUS OF VARIATIONS AND ITS APPLICATIONS
INTRODUCTION TO THE CALCULUS OF VARIATIONS AND ITS APPLICATIONS Frederick Y.M. Wan University of California, Irvine CHAPMAN & HALL I(J)P An International Thomson Publishing Company New York Albany Bonn
More informationUse of Full Spectrum Cascade for Rotor Rub Identification
Use of Full Spectrum Cascade for Rotor Rub Identification T. H. Patel 1, A. K. Darpe 2 Department of Mechanical Engineering, Indian Institute of Technology, Delhi 110016, India. 1 Research scholar, 2 Assistant
More informationNumerical Investigation of Vortex Induced Vibration of Two Cylinders in Side by Side Arrangement
Numerical Investigation of Vortex Induced Vibration of Two Cylinders in Side by Side Arrangement Sourav Kumar Kar a, 1,, Harshit Mishra a, 2, Rishitosh Ranjan b, 3 Undergraduate Student a, Assitant Proffessor
More information1859. Forced transverse vibration analysis of a Rayleigh double-beam system with a Pasternak middle layer subjected to compressive axial load
1859. Forced transverse vibration analysis of a Rayleigh double-beam system with a Pasternak middle layer subjected to compressive axial load Nader Mohammadi 1, Mehrdad Nasirshoaibi 2 Department of Mechanical
More informationPiezoelectric Multilayer Beam Bending Actuators
R.G. Bailas Piezoelectric Multilayer Beam Bending Actuators Static and Dynamic Behavior and Aspects of Sensor Integration With 143 Figures and 17 Tables Sprin ger List of Symbols XV Part I Focus of the
More informationMathematical Theory of Control Systems Design
Mathematical Theory of Control Systems Design by V. N. Afarias'ev, V. B. Kolmanovskii and V. R. Nosov Moscow University of Electronics and Mathematics, Moscow, Russia KLUWER ACADEMIC PUBLISHERS DORDRECHT
More informationChapter One. Introduction
Chapter One Introduction A system is a combination of components or parts that is perceived as a single entity. The parts making up the system may be clearly or vaguely defined. These parts are related
More informationStructural Dynamics. Spring mass system. The spring force is given by and F(t) is the driving force. Start by applying Newton s second law (F=ma).
Structural Dynamics Spring mass system. The spring force is given by and F(t) is the driving force. Start by applying Newton s second law (F=ma). We will now look at free vibrations. Considering the free
More informationImplementing a Partitioned Algorithm for Fluid-Structure Interaction of Flexible Flapping Wings within Overture
10 th Symposimum on Overset Composite Grids and Solution Technology, NASA Ames Research Center Moffett Field, California, USA 1 Implementing a Partitioned Algorithm for Fluid-Structure Interaction of Flexible
More informationBoundary-Layer Theory
Hermann Schlichting Klaus Gersten Boundary-Layer Theory With contributions from Egon Krause and Herbert Oertel Jr. Translated by Katherine Mayes 8th Revised and Enlarged Edition With 287 Figures and 22
More informationPHYSICS. Course Structure. Unit Topics Marks. Physical World and Measurement. 1 Physical World. 2 Units and Measurements.
PHYSICS Course Structure Unit Topics Marks I Physical World and Measurement 1 Physical World 2 Units and Measurements II Kinematics 3 Motion in a Straight Line 23 4 Motion in a Plane III Laws of Motion
More informationFLUID STRUCTURE INTERACTIONS FLOW INDUCED VIBRATIONS OF STRUCTURES
FLUID STRUCTURE INTERACTIONS FLOW INDUCED VIBRATIONS OF STRUCTURES PREAMBLE There are two types of vibrations: resonance and instability. Resonance occurs when a structure is excited at a natural frequency.
More informationVortex wake and energy transitions of an oscillating cylinder at low Reynolds number
ANZIAM J. 46 (E) ppc181 C195, 2005 C181 Vortex wake and energy transitions of an oscillating cylinder at low Reynolds number B. Stewart J. Leontini K. Hourigan M. C. Thompson (Received 25 October 2004,
More informationFREQUENCY DOMAIN FLUTTER ANALYSIS OF AIRCRAFT WING IN SUBSONIC FLOW
FREQUENCY DOMAIN FLUTTER ANALYSIS OF AIRCRAFT WING IN SUBSONIC FLOW Ms.K.Niranjana 1, Mr.A.Daniel Antony 2 1 UG Student, Department of Aerospace Engineering, Karunya University, (India) 2 Assistant professor,
More informationTheory of Vibrations in Stewart Platforms
Theory of Vibrations in Stewart Platforms J.M. Selig and X. Ding School of Computing, Info. Sys. & Maths. South Bank University London SE1 0AA, U.K. (seligjm@sbu.ac.uk) Abstract This article develops a
More informationAdditive resonances of a controlled van der Pol-Duffing oscillator
Additive resonances of a controlled van der Pol-Duffing oscillator This paper has been published in Journal of Sound and Vibration vol. 5 issue - 8 pp.-. J.C. Ji N. Zhang Faculty of Engineering University
More informationWind Tunnel Experiments of Stall Flutter with Structural Nonlinearity
Wind Tunnel Experiments of Stall Flutter with Structural Nonlinearity Ahmad Faris R.Razaami School of Aerospace Engineering, Universiti Sains Malaysia, Penang, MALAYSIA Norizham Abdul Razak School of Aerospace
More informationResearch Article Numerical Study of Flutter of a Two-Dimensional Aeroelastic System
ISRN Mechanical Volume 213, Article ID 127123, 4 pages http://dx.doi.org/1.1155/213/127123 Research Article Numerical Study of Flutter of a Two-Dimensional Aeroelastic System Riccy Kurniawan Department
More informationAnalysis of the Nonlinear Static and Dynamic Behavior of Offshore Structures. Feras Khaled Alfosail
Analysis of the Nonlinear Static and Dynamic Behavior of Offshore Structures Thesis by Feras Khaled Alfosail In Partial Fulfillment of the Requirements For the Degree of Master of Science King Abdullah
More information2.034: Nonlinear Dynamics and Waves. Term Project: Nonlinear dynamics of piece-wise linear oscillators Mostafa Momen
2.034: Nonlinear Dynamics and Waves Term Project: Nonlinear dynamics of piece-wise linear oscillators Mostafa Momen May 2015 Massachusetts Institute of Technology 1 Nonlinear dynamics of piece-wise linear
More informationPHYSFLU - Physics of Fluids
Coordinating unit: 230 - ETSETB - Barcelona School of Telecommunications Engineering Teaching unit: 748 - FIS - Department of Physics Academic year: Degree: 2018 BACHELOR'S DEGREE IN ENGINEERING PHYSICS
More information1. Fluid Dynamics Around Airfoils
1. Fluid Dynamics Around Airfoils Two-dimensional flow around a streamlined shape Foces on an airfoil Distribution of pressue coefficient over an airfoil The variation of the lift coefficient with the
More informationINDEX 363. Cartesian coordinates 19,20,42, 67, 83 Cartesian tensors 84, 87, 226
INDEX 363 A Absolute differentiation 120 Absolute scalar field 43 Absolute tensor 45,46,47,48 Acceleration 121, 190, 192 Action integral 198 Addition of systems 6, 51 Addition of tensors 6, 51 Adherence
More informationAPPLIED FLUID DYNAMICS HANDBOOK
APPLIED FLUID DYNAMICS HANDBOOK ROBERT D. BLEVINS H imhnisdia ttodisdiule Darmstadt Fachbereich Mechanik 'rw.-nr.. [VNR1 VAN NOSTRAND REINHOLD COMPANY ' ' New York Contents Preface / v 1. Definitions /
More informationReview on Vortex-Induced Vibration for Wave Propagation Class
Review on Vortex-Induced Vibration for Wave Propagation Class By Zhibiao Rao What s Vortex-Induced Vibration? In fluid dynamics, vortex-induced vibrations (VIV) are motions induced on bodies interacting
More informationHigh Speed Aerodynamics. Copyright 2009 Narayanan Komerath
Welcome to High Speed Aerodynamics 1 Lift, drag and pitching moment? Linearized Potential Flow Transformations Compressible Boundary Layer WHAT IS HIGH SPEED AERODYNAMICS? Airfoil section? Thin airfoil
More informationTopics in Fluid Dynamics: Classical physics and recent mathematics
Topics in Fluid Dynamics: Classical physics and recent mathematics Toan T. Nguyen 1,2 Penn State University Graduate Student Seminar @ PSU Jan 18th, 2018 1 Homepage: http://math.psu.edu/nguyen 2 Math blog:
More informationExperimental Aerodynamics. Experimental Aerodynamics
Lecture 3: Vortex shedding and buffeting G. Dimitriadis Buffeting! All structures exposed to a wind have the tendency to vibrate.! These vibrations are normally of small amplitude and have stochastic character!
More informationMestrado Integrado em Engenharia Mecânica Aerodynamics 1 st Semester 2012/13
Mestrado Integrado em Engenharia Mecânica Aerodynamics 1 st Semester 212/13 Exam 2ª época, 2 February 213 Name : Time : 8: Number: Duration : 3 hours 1 st Part : No textbooks/notes allowed 2 nd Part :
More informationWhat is Turbulence? Fabian Waleffe. Depts of Mathematics and Engineering Physics University of Wisconsin, Madison
What is Turbulence? Fabian Waleffe Depts of Mathematics and Engineering Physics University of Wisconsin, Madison it s all around,... and inside us! Leonardo da Vinci (c. 1500) River flow, pipe flow, flow
More information41514 Dynamics of Machinery
41514 Dynamics of Machinery Theory, Experiment, Phenomenology and Industrial Applications Ilmar Ferreira Santos 1. Recapitulation Mathematical Modeling & Steps 2. Example System of Particle 3. Example
More informationProgram System for Machine Dynamics. Abstract. Version 5.0 November 2017
Program System for Machine Dynamics Abstract Version 5.0 November 2017 Ingenieur-Büro Klement Lerchenweg 2 D 65428 Rüsselsheim Phone +49/6142/55951 hd.klement@t-online.de What is MADYN? The program system
More informationNUMERICAL SIMULATION OF THE FLOW AROUND A SQUARE CYLINDER USING THE VORTEX METHOD
NUMERICAL SIMULATION OF THE FLOW AROUND A SQUARE CYLINDER USING THE VORTEX METHOD V. G. Guedes a, G. C. R. Bodstein b, and M. H. Hirata c a Centro de Pesquisas de Energia Elétrica Departamento de Tecnologias
More informationAeroelasticity in Dynamically Pitching Wind Turbine Airfoils
Aeroelasticity in Dynamically Pitching Wind Turbine Airfoils Andrew Magstadt, John Strike, Michael Hind, Pourya Nikoueeyan, and Jonathan Naughton Dept. of Mechanical Engineering Wind Energy Research Center
More informationContents. PART I METHODS AND CONCEPTS 2. Transfer Function Approach Frequency Domain Representations... 42
Contents Preface.............................................. xiii 1. Introduction......................................... 1 1.1 Continuous and Discrete Control Systems................. 4 1.2 Open-Loop
More informationDEPARTMENT OF MECHANICAL ENIGINEERING, UNIVERSITY OF ENGINEERING & TECHNOLOGY LAHORE (KSK CAMPUS).
DEPARTMENT OF MECHANICAL ENIGINEERING, UNIVERSITY OF ENGINEERING & TECHNOLOGY LAHORE (KSK CAMPUS). Lab Director: Coordinating Staff: Mr. Muhammad Farooq (Lecturer) Mr. Liaquat Qureshi (Lab Supervisor)
More informationRoad Vehicle Dynamics
Road Vehicle Dynamics Table of Contents: Foreword Preface Chapter 1 Introduction 1.1 General 1.2 Vehicle System Classification 1.3 Dynamic System 1.4 Classification of Dynamic System Models 1.5 Constraints,
More informationNonlinear Problems of Elasticity
Stuart S. Antman Nonlinear Problems of Elasticity With 105 Illustrations Springer-Verlag New York Berlin Heidelberg London Paris Tokyo Hong Kong Barcelona Budapest Contents Preface vn Chapter I. Background
More informationRotor Dynamics. By Jaafar Alsalaet Department of Mechanical Engineering College of Engineering University of Basrah
Rotor Dynamics By Jaafar Alsalaet Department of Mechanical Engineering College of Engineering University of Basrah 1. Introduction and Definitions Rotor Dynamics is the field of science that studies the
More informationDifference Resonances in a controlled van der Pol-Duffing oscillator involving time. delay
Difference Resonances in a controlled van der Pol-Duffing oscillator involving time delay This paper was published in the journal Chaos, Solitions & Fractals, vol.4, no., pp.975-98, Oct 9 J.C. Ji, N. Zhang,
More informationContents as of 12/8/2017. Preface. 1. Overview...1
Contents as of 12/8/2017 Preface 1. Overview...1 1.1 Introduction...1 1.2 Finite element data...1 1.3 Matrix notation...3 1.4 Matrix partitions...8 1.5 Special finite element matrix notations...9 1.6 Finite
More informationT1 T e c h n i c a l S e c t i o n
1.5 Principles of Noise Reduction A good vibration isolation system is reducing vibration transmission through structures and thus, radiation of these vibration into air, thereby reducing noise. There
More informationInfluence of friction coefficient on rubbing behavior of oil bearing rotor system
Influence of friction coefficient on rubbing behavior of oil bearing rotor system Changliang Tang 1, Jinfu ang 2, Dongjiang Han 3, Huan Lei 4, Long Hao 5, Tianyu Zhang 6 1, 2, 3, 4, 5 Institute of Engineering
More informationD.A.V. PUBLIC SCHOOL, UPPAL S SOUTHEND, SECTOR 49, GURUGRAM CLASS XI (PHYSICS) Academic plan for
D.A.V. PUBLIC SCHOOL, UPPAL S SOUTHEND, SECTOR 49, GURUGRAM CLASS XI (PHYSICS) Academic plan for 2017-2018 UNIT NAME OF UNIT WEIGHTAGE 1. 2. 3. Physical World and Measurement Kinemetics Laws of Motion
More information1544. Synchronous and subsynchronous vibration under the combined effect of bearings and seals: numerical simulation and its experimental validation
1544. Synchronous and subsynchronous vibration under the combined effect of bearings and seals: numerical simulation and its experimental validation Wanfu Zhang 1, Jiangang Yang 2, Chun Li 3, Ren Dai 4,
More informationTime-domain modelling of the wind forces acting on a bridge deck with indicial functions
POLITECNICO DI MILANO Facoltà di Ingegneria Civile, Ambientale e Territoriale Corso di Laurea Specialistica in Ingegneria Civile Indirizzo Strutture Time-domain modelling of the wind forces acting on a
More informationFeedback Control and Stability of the Van der Pol Equation Subjected to External and Parametric Excitation Forces
International Journal of Applied Engineering Research ISSN 973-456 Volume 3, Number 6 (8) pp. 377-3783 Feedback Control and Stability of the Van der Pol Equation Subjected to External and Parametric Excitation
More informationChapter 1: Basic Concepts
What is a fluid? A fluid is a substance in the gaseous or liquid form Distinction between solid and fluid? Solid: can resist an applied shear by deforming. Stress is proportional to strain Fluid: deforms
More informationFLIGHT DYNAMICS. Robert F. Stengel. Princeton University Press Princeton and Oxford
FLIGHT DYNAMICS Robert F. Stengel Princeton University Press Princeton and Oxford Preface XV Chapter One Introduction 1 1.1 ELEMENTS OF THE AIRPLANE 1 Airframe Components 1 Propulsion Systems 4 1.2 REPRESENTATIVE
More informationThe Effect of the Shaft Diameter and Torsional Stiffness on the Whirling Speed of the Ship Propeller Shafting System
Journal of Mechanical Design and Vibration, 2017, Vol. 5, No. 1, 37-42 Available online at http://pubs.sciepub.com/jmdv/5/1/5 Science and Education Publishing DOI:10.12691/jmdv-5-1-5 The Effect of the
More information