Operator s Panel. Graphical User Interface (GUI) CNC System. Architecture of CNC Unit. Interpolator. Control Panel. Indirect Control.
|
|
- Madlyn Hancock
- 5 years ago
- Views:
Transcription
1 Outline CC C Sytem Computer umerial Control CC Sytem Control Panel Control Sytem Diret Control Indiret Control Arhiteture o CC Unit Control Algorithm Interpolator Linear Cirular Courtey o Heidenhain Corp. CC i a multi-proeor ontrol ytem deigned to perorm the tak ommonly enountoured in metal working mahinery and other mahine tool: Motion ontrol / Servo ontrol Multi-axi motion ontrol Spindle motion ontrol Peripheral unit ontrol / PLC Tool hanger / turret Coolant / lubriant ontrol Tool alignment / other auxillary untion Command generation Interpolation / ommand haping Mahine tool yle Tool oet ompenation Paive error ompenation Diagnoti and alibration Uer Interaing Program editing / torage / imulation File management Tool management Manual data input (MDI Mahine / human interaing Chapter 9 ME 440 Chapter 9 ME Operator Panel Graphial Uer Interae (GUI Courtey o Fanu Ltd. CC Control Panel inlude all relevant peripheral devie to operate a mahine tool: Diplay (LCD Keyboard LED indiator Swithe Puh-button Knob GUI widely vary rom one manuaturer to another. GUI diplay important inormation about the CC mahine tool: Tool Coordinate Feedrate, Spindle peed (and Power Tool and WCS Seleted CC Mahine Mode Content o Relevant CC regiter C Code being exeuted Tool path And more... Chapter 9 ME Chapter 9 ME 440 5
2 FAUC i Serie Diplay FAUC i Serie (Cont d Chapter 9 ME Advaned anned yle or milling: Drilling / Hole pattern Faing / Side utting Poketing Contour mahining Mahining imulation: Tool path drawing Animated drawing on a olid model Rotation o a produt Chapter 9 ME Emergeny Stop Button When the emergeny top button i preed, the mahine tool i topped intantaneouly: CC i reet, Spindle and all axe are topped, Other ation are interrupted. CC alarm i iued. (Depreed emergeny button i releaed when rotated in the hown diretion: A old tart i uually needed to reume the mahining operation. Feedrate Override Override Seletor Spindle Override Operator an manually override the programmed eedrate (F ode a well a the pindle peed (a iued by S ode. Enable the optimization o the mahining operation experimentally! Feedrate override uually range between 0 to 10% (00% i alo ommon! o the programmed rate. Spindle override generally range between 50 to 10% o the programmed peed. Chapter 9 ME Chapter 9 ME 440 9
3 Main CC Mode Seletion Continuou Jog Mode Main Mode Seletor Auto Mode (Memory Mode allow the automati exeution o a part program being eleted rom program ile in CC diretory. Edit Mode enable entering and editing o part program tored in CC diretory. In Manual Data Input (MDI Mode, operator an reate and exeute a program oniting up to 10 line rom the MDI panel. Generally, ingle blok o C ode i entered and exeuted or teting purpoe. In Remote Mode (alo alled DC mode, it i poible to perorm mahining while a program i being read in rom a remote buer. Continuou Jog Mode Seletor LED Indiator Axi Sele etion Key y Jog Diretion Key Jog mode allow the operator to move the tool manually along a eleted axi via peial button on the panel: Very ueul when etting up a workpiee. In ontinuou jog mode, the tool move ontinuouly at a ontant peed a long a a jog diretion key i preed. Correponding LED indiator over the eleted axi (key light up. Chapter 9 ME Chapter 9 ME Axi Seletio on Key Inremental Jog Mode Seletor Inrement Seletion Key Inremental Jog Mode In inremental jog mode, a oon a a jog diretion key (+ or i preed (and releaed!; the tool move to a predetermined ditane along the eleted axi. Travel ditane i hoen by Inrement Seletion key (a.k.a. multiplier : X1: 1 BLU (0.001 mm X10: 10 BLU (0.01 mm X100: 100 BLU (0.1 mm X1000: 1000 BLU (1 mm Jog Diretion Key Chapter 9 ME Handle Mode Seletor Inrement Seletion Key Handle Jog Mode In Handle jog mode, the tool move to a predetermined travel ditane inrementally along the eleted axi a the handle (a.k.a. manual pule generator MPG i rotated. Travel ditane i again hoen by Inrement Seletion key. Mot CC mahine tool are equipped with portable MPG pendant o that the operator ould examine the workpae loely in thi jog mode. Chapter 9 ME
4 Indiret Control Sytem Control Sytem Generi CC Sytem Cutting Fore tool loation C Program eed Interpolator C Program tool eed loation CC Sytem Poition ommand Motion Controller Diret Control Sytem Interpolator CC Sytem Poition ommand P Motion Controller Torque ommand Motor Drive Angular poition eedbak Torque ommand Motor Drive Poition i enor Servo motor Servo motor Diret poition eedbak Table Ball Srew Shat Table Ball Srew Shat Part ut Part ut Poition enor x ( + e( Control m( m(t ( Drive + τ (t x(t m Interpolator Feed Drive _ Algorithm Motor Torque Motor ommand torque (voltage C Program CC Sytem Poition ommand x( Clok Synhronization Signal T ut ae Outpu Intera Senor nterae S In Poition Senor Carriage' poition In thi diret ontrol ytem, the poition o the arriage (x i meaured and ampled by thi impliied CC ytem. The interpolator ompute the deired poition (o (x the arriage at a partiular intant in time uing the C program. Chapter 9 ME Chapter 9 ME Generi Control Sytem (Cont d The ontrol algorithm irt determine the deviation (e = x-x o the eed-drive ytem rom the deired path and then alulate the orretive ation (m. The orretion ignal (alled manipulation i ent to the output interae generating a orreponding voltage m(t. Thi voltage erve a a torque ommand or the motor drive whih in turn ontrol the ervo-motor to produe the deired d torque. Hene, the generated torque (τ m ompenate the diturbane on the eed-drive d ytem and put the arriage bak to it deired oure. Computer Control Eah phyial quantity (uh a poition meaurement, error, et. in CC ytem (a.k.a. ontrol omputer i repreented by a orreponding binary number with a inite length: Byte / word Integer, long integer Floating point number et. All omputation and I/O operation are ynhronized by a mater lok. Chapter 9 ME Chapter 9 ME
5 Computer Control (Cont d Inide the omputer, eah quantity i valid at only direte-time interval: t = {0, T, T, 3T,..., kt,...} T i alled ampling period o the omputer. In direte-time domain, the time dependene among variou quantitie o interet are repreented by a time index: x(t=kt = x(kt = x( where k = 0, 1,,... Integer k i alled time index. Control Algorithm Control algorithm an be expreed in term o a inite dierene equation. That i, it i an algebrai expreion whih depend on not only the hitory o the input but alo that o the output: I ( k = a im ( k i + b je ( k m j i= 1 j= 0 a i,b j are the ontant oeiient o the equation; m( urrent value o the output t = kt; m(k-1 i old value o t = (k-1t,... ; e( urrent value o the input t = kt; e(k-1 i old value o t = (k-1t,... ; J Chapter 9 ME Chapter 9 ME Control Algorithm (Cont d Control Algorithm (Cont d 1. Read x ( rom the interpolator.. Read the poition meaurement x(. ( 3. Calulate the error: e( = x ( - x(. 4. Compute the orretion ignal: m(= -a 1 m(k-1 a m(k b 0 e( + b 1 e(k Send m( to the output interae. 6. Wait till the end o the period T. 7. Go to Step 1. Read the mea auremen nt alulat te the retion igna al C orr n orretio al Outp put the igna Wa ait till the end o perio od, T Read the mea auremen nt Time Chapter 9 ME Chapter 9 ME 440 1
6 Interpolator Interpolator i an advaned ommand generation algorithm exeuted by the CC ytem. By interpreting the ode in the deault C program, the interpolator t generate the ollowing ommand: The deired poition and veloity o eah axi The deired veloity o pindle (and angular poition wherever neeary The appropriate peripheral unit ommand: Coolant on / o Spindle on / o Tool hange The ommand aoiated with the (anned mahine yle. Interpolator (Cont d Sine the ommand are to be ed to the axi-poition ontrol (a.k.a. ervo yle at eah ampling period T, ertain time retrition are impoed on the interpolation algorithm. Furthermore, the interpolator ha to arry out ompliated trigonometri alulation involved in the tool radiu ompenation. Chapter 9 ME 440 Chapter 9 ME Interpolation Type Three type o interpolation are ommonly utilized in CC tehnology: Retilinear / Linear Cirular Helial More advaned interpolation type are alo ued in modern CC mahine tool: Paraboli URBS Chapter 9 ME Y y y Linear Interpolation G90 G1 Xx Yy Zz F Let u irt alulate travel time between thee point: T t = ( x x + ( y y ( / 60 + ( z z Hene, number o ommand to be generated X x x through out thi motion Z beome z T Tt = int T z x x X Here, int { } round it argument to the nearet integer while T denote the ampling time. Chapter 9 ME 440 5
7 Linear Interpolation (Cont d The interpolation equation take the ollowing orm: x ( = x ( k 1 + Δx y ( = y ( k 1 + Δy z ( = z ( k 1 + Δz In thee equation, k = 1,,..., ; x(0 = x ; y(0 = y ; z(0 = z The ontant an be expreed a x x y y Δ x = ; Δy = ; z z Δz = Chapter 9 ME Y Y' O (x,y (x',y' Cirular Interpolation G90 G17 G3 Xx Yy Rr F r k (k+1,y'(k+1 (,y'( (x',y' ( x x + ( y y = r ( x x + ( y y = r Solving thee equation give the oordinate o the enter (x,y. X' X The poition at t = kt an be expreed a = r o( kδθ y'( = r in( kδθ The poition at t = (k+1t beome x' ( k + 1 = r o(( k + 1 Δθ y' ( k + 1 = r in(( k + 1 Δθ Chapter 9 ME Cirular Interpolation (Cont d Expanding thee term yield y'( k + 1 = r o( kδθ o( Δθ r in( kδθ in( Δθ y '( k + 1 = r 1443 in( k Δ θ o( Δ θ + r 1443 o( k Δ θ in( Δ θ y'( When thee equation are hited bakward in time (k k-1, we get = o( Δθ k 1 in( Δθ y'( k 1 y'( = o( Δθ y'( k 1 + in( Δθ k 1 with x (0 = x x and y (0 = y y. Cirular Interpolation (Cont d ote that θ θ Δθ = r ( θ θ int T 60 = 1 x x 1 x x θ = o θ = o r r Thu, we have x ( = + x ; y ( = y'( + y Chapter 9 ME Chapter 9 ME 440 9
8 50 10 Y [mm] D A Sample to be generated v = 600 [mm/min] Example C B G90 (ABSOLUTE COORDIATES G01 X0 Y0 Z0 F600 (PT 0 X0 Y10 (PT A X60 (PT B Y50 (PT C X0 (PT D Y10 (PT A X0 Y0 Z0 (GO TO PT 0 M30 X [mm] X, Y, Z: Detination Coordinate F: Feedrate (veloity in mm/min G90: Abolute Coordinate Speiied G01: Linear Interpolation Mode Chapter 9 ME
Inverse Kinematics 1 1/21/2018
Invere Kinemati 1 Invere Kinemati 2 given the poe of the end effetor, find the joint variable that produe the end effetor poe for a -joint robot, given find 1 o R T 3 2 1,,,,, q q q q q q RPP + Spherial
More informationChapter 4. Simulations. 4.1 Introduction
Chapter 4 Simulation 4.1 Introdution In the previou hapter, a methodology ha been developed that will be ued to perform the ontrol needed for atuator haraterization. A tudy uing thi methodology allowed
More informationPID CONTROL. Presentation kindly provided by Dr Andy Clegg. Advanced Control Technology Consortium (ACTC)
PID CONTROL Preentation kindly provided by Dr Andy Clegg Advaned Control Tehnology Conortium (ACTC) Preentation Overview Introdution PID parameteriation and truture Effet of PID term Proportional, Integral
More informationTHE SOLAR SYSTEM. We begin with an inertial system and locate the planet and the sun with respect to it. Then. F m. Then
THE SOLAR SYSTEM We now want to apply what we have learned to the olar ytem. Hitorially thi wa the great teting ground for mehani and provided ome of it greatet triumph, uh a the diovery of the outer planet.
More informationEinstein's Energy Formula Must Be Revised
Eintein' Energy Formula Mut Be Reied Le Van Cuong uong_le_an@yahoo.om Information from a iene journal how that the dilation of time in Eintein peial relatie theory wa proen by the experiment of ientit
More informationDISCHARGE MEASUREMENT IN TRAPEZOIDAL LINED CANALS UTILIZING HORIZONTAL AND VERTICAL TRANSITIONS
Ninth International Water Tehnology Conferene, IWTC9 005, Sharm El-Sheikh, Egypt 63 DISCHARGE MEASUREMENT IN TRAPEZOIDAL LINED CANALS UTILIZING HORIZONTAL AND VERTICAL TRANSITIONS Haan Ibrahim Mohamed
More informationSidelobe-Suppression Technique Applied To Binary Phase Barker Codes
Journal of Engineering and Development, Vol. 16, No.4, De. 01 ISSN 1813-78 Sidelobe-Suppreion Tehnique Applied To Binary Phae Barker Code Aitant Profeor Dr. Imail M. Jaber Al-Mutaniriya Univerity College
More informationInternal Model Control
Internal Model Control Part o a et o leture note on Introdution to Robut Control by Ming T. Tham 2002 The Internal Model Prinile The Internal Model Control hiloohy relie on the Internal Model Prinile,
More informationMotor Sizing Application Note
PAE-TILOGY Linear Motors 70 Mill orest d. Webster, TX 77598 (8) 6-7750 ax (8) 6-7760 www.trilogysystems.om E-mail emn_support_trilogy@parker.om Motor Sizing Appliation Note By Jak Marsh Introdution Linear
More informationTo determine the biasing conditions needed to obtain a specific gain each stage must be considered.
PHYSIS 56 Experiment 9: ommon Emitter Amplifier A. Introdution A ommon-emitter oltage amplifier will be tudied in thi experiment. You will inetigate the fator that ontrol the midfrequeny gain and the low-and
More informationANALYSIS OF A REDUNDANT SYSTEM WITH COMMON CAUSE FAILURES
Dharmvir ingh Vahith et al. / International Journal of Engineering iene and Tehnology IJET ANALYI OF A REDUNDANT YTEM WITH OMMON AUE FAILURE Dharmvir ingh Vahith Department of Mathemati, R.N. Engg. ollege,
More informationModeling and Simulation of Buck-Boost Converter with Voltage Feedback Control
MATE Web of onferene 3, 0006 ( 05) DOI: 0.05/ mateonf/ 053 0006 Owned by the author, publihed by EDP Siene, 05 Modeling and Simulation of BukBoot onverter with oltage Feedbak ontrol Xuelian Zhou, Qiang
More informationChapter 10. Closed-Loop Control Systems
hapter 0 loed-loop ontrol Sytem ontrol Diagram of a Typical ontrol Loop Actuator Sytem F F 2 T T 2 ontroller T Senor Sytem T TT omponent and Signal of a Typical ontrol Loop F F 2 T Air 3-5 pig 4-20 ma
More informationLecture 2: Computer Arithmetic: Adders
CMU 8-447 S 9 L2-29 8-447 Leture 2: Computer Arithmeti: Adder Jame C. Hoe Dept of ECE, CMU January 4, 29 Announement: No la on Monday Verilog Refreher next Wedneday Review P&H Ch 3 Handout: Lab and HW
More information5.5 Sampling. The Connection Between: Continuous Time & Discrete Time
5.5 Sampling he Connection Between: Continuou ime & Dicrete ime Warning: I don t really like how the book cover thi! It i not that it i wrong it jut ail to make the correct connection between the mathematic
More informationLag-Lead Compensator Design
Lag-Lead Compenator Deign ELEC 3 Spring 08 Lag or Lead Struture A bai ompenator onit of a gain, one real pole and one real zero Two type: phae-lead and phae-lag Phae-lead: provide poitive phae hift and
More informationChapter 6 Control Systems Design by Root-Locus Method. Lag-Lead Compensation. Lag lead Compensation Techniques Based on the Root-Locus Approach.
hapter 6 ontrol Sytem Deign by Root-Lou Method Lag-Lead ompenation Lag lead ompenation ehnique Baed on the Root-Lou Approah. γ β K, ( γ >, β > ) In deigning lag lead ompenator, we onider two ae where γ
More informationNonactive Current Definition and Compensation Using a Shunt Active Filter
Nonative Current Definition and Compenation Uing a Shunt Ative Filter Yan Xu, Student Member, IEEE, John N. Chiaon, Senior Member, IEEE, Leon M. olbert, Senior Member, IEEE Abtrat hi paper preent a general
More informationCHAPTER 8 OBSERVER BASED REDUCED ORDER CONTROLLER DESIGN FOR LARGE SCALE LINEAR DISCRETE-TIME CONTROL SYSTEMS
CHAPTER 8 OBSERVER BASED REDUCED ORDER CONTROLLER DESIGN FOR LARGE SCALE LINEAR DISCRETE-TIME CONTROL SYSTEMS 8.1 INTRODUCTION 8.2 REDUCED ORDER MODEL DESIGN FOR LINEAR DISCRETE-TIME CONTROL SYSTEMS 8.3
More informationWhere Standard Physics Runs into Infinite Challenges, Atomism Predicts Exact Limits
Where Standard Phyi Run into Infinite Challenge, Atomim Predit Exat Limit Epen Gaarder Haug Norwegian Univerity of Life Siene Deember, 07 Abtrat Where tandard phyi run into infinite hallenge, atomim predit
More informationThe Laws of Electromagnetism Maxwell s Equations Displacement Current Electromagnetic Radiation
The letromagneti petrum The Law of letromagnetim Maxwell quation Diplaement Current letromagneti Radiation Maxwell quation of letromagnetim in Vauum (no harge, no mae) lane letromagneti Wave d d z y (x,
More informationA Queueing Model for Call Blending in Call Centers
434 IEEE TRANSACTIONS ON AUTOMATIC CONTROL, VOL. 48, NO. 8, AUGUST 2003 A Queueing Model for Call Blending in Call Center Sandjai Bhulai and Ger Koole Abtrat Call enter that apply all blending obtain high-produtivity
More informationES 247 Fracture Mechanics Zhigang Suo. Applications of Fracture Mechanics
Appliation of Frature Mehani Many appliation of frature mehani are baed on the equation σ a Γ = β. E Young modulu i uually known. Of the other four quantitie, if three are known, the equation predit the
More informationINC 341 Feedback Control Systems. Introduction. Introduction. System modelling
IC 4 eedback Control Sytem S Wonga arawan.won@kmutt.ac.th hi coure i all about Sytem modelling m && x t bx& t kx t t Sytem dynamic Sytem control Repone Deired repone rom http://www.ilhouetteclipart.com/wp-content/upload/007/0/car-clip-art07.jpg
More informationS_LOOP: SINGLE-LOOP FEEDBACK CONTROL SYSTEM ANALYSIS
S_LOOP: SINGLE-LOOP FEEDBACK CONTROL SYSTEM ANALYSIS by Michelle Gretzinger, Daniel Zyngier and Thoma Marlin INTRODUCTION One of the challenge to the engineer learning proce control i relating theoretical
More informationAn NC program is a program that defines the entire sequence of a machining operation to be carried out on a particular CNC machine tool:
Outline MC Programming I NC Program NC Codes Blocks G and M codes Other codes Programming Basic Motions Rapid travel Linear motion Circular motion Examples NC Program An NC program is a program that defines
More informationSpeed-feedback Direct-drive Control of a Low-speed Transverse Flux-type Motor with Large Number of Poles for Ship Propulsion
Speed-feedbak Diret-drive Control of a Low-speed Transverse Flux-type Motor with Large Number of Poles for Ship Propulsion Y. Yamamoto, T. Nakamura 2, Y. Takada, T. Koseki, Y. Aoyama 3, and Y. Iwaji 3
More informationLecture 2: The z-transform
5-59- Control Sytem II FS 28 Lecture 2: The -Tranform From the Laplace Tranform to the tranform The Laplace tranform i an integral tranform which take a function of a real variable t to a function of a
More informationMassachusetts Institute of Technology Dynamics and Control II
I E Maachuett Intitute of Technology Department of Mechanical Engineering 2.004 Dynamic and Control II Laboratory Seion 5: Elimination of Steady-State Error Uing Integral Control Action 1 Laboratory Objective:
More informationModule 4: Time Response of discrete time systems Lecture Note 1
Digital Control Module 4 Lecture Module 4: ime Repone of dicrete time ytem Lecture Note ime Repone of dicrete time ytem Abolute tability i a baic requirement of all control ytem. Apart from that, good
More informationNonlinear Minimum Variance Estimation For Fault Detection Systems
Nonlinear Minimum Variane Etimation For Fault Detetion Sytem Abtrat A novel model-baed algorithm or ault detetion (FD) in tohati non-linear ytem i propoed. The Nonlinear Minimum Variane (NMV) etimation
More informationselector switch type 06
seletor swith type 0 main features ompat and versatile 2 positions multi wafer seletor swith Compat and versatile 2 positions multi wafer seletor swith 2,000 swithing yles with up to.0 Nm swithing torque
More informationCURING OF THICK ANGLE-BEND THERMOSET COMPOSITE PART: CURING PROCESS MODIFICATION FOR UNIFORM THICKNESS AND UNIFORM FIBER VOLUME FRACTION DISTRIBUTION
CURING OF THICK ANGLE-BEND THERMOSET COMPOSITE PART: CURING PROCESS MODIFICATION FOR UNIFORM THICKNESS AND UNIFORM FIBER VOLUME FRACTION DISTRIBUTION Malak I. Naji and Suong V. Hoa Conordia Centre or Compoite
More informationAnalysis of Feedback Control Systems
Colorado Shool of Mine CHEN403 Feedbak Control Sytem Analyi of Feedbak Control Sytem ntrodution to Feedbak Control Sytem 1 Cloed oo Reone 3 Breaking Aart the Problem to Calulate the Overall Tranfer Funtion
More informationConcrete Frame Design Manual
Conrete Frame Deign Manual ETBS Integrated Three-Dimenional Stati and Dynami nalyi and Deign o Building Sytem CONCRETE FRME DESIGN MNUL COMPUTERS & STRUCTURES INC. R Computer and Struture, In. Berkeley,
More informationECE 3510 Root Locus Design Examples. PI To eliminate steady-state error (for constant inputs) & perfect rejection of constant disturbances
ECE 350 Root Locu Deign Example Recall the imple crude ervo from lab G( ) 0 6.64 53.78 σ = = 3 23.473 PI To eliminate teady-tate error (for contant input) & perfect reection of contant diturbance Note:
More informationWolfgang Hofle. CERN CAS Darmstadt, October W. Hofle feedback systems
Wolfgang Hofle Wolfgang.Hofle@cern.ch CERN CAS Darmtadt, October 9 Feedback i a mechanim that influence a ytem by looping back an output to the input a concept which i found in abundance in nature and
More informationComparison of Hardware Tests with SIMULINK Models of UW Microgrid
Comparion of Hardware Tet with SIMULINK Model of UW Microgrid Introduction Thi report include a detailed dicuion of the microource available on the Univerity- of- Wiconin microgrid. Thi include detail
More informationCogging torque reduction of Interior Permanent Magnet Synchronous Motor (IPMSM)
Cogging torque redution of Interior Permanent Magnet Synhronou Motor (IPMSM) Mehdi Arehpanahi* and Hamed Kahefi Department of Eletrial Engineering, Tafreh Univerity, Tafreh, Iran, P.O. 3958 796,, Email:
More informationEstablishment of Model of Damping Mechanism for the Hard-coating Cantilever Plate
Etalihment of Model of Damping Mehanim for the Hard-oating Cantilever Plate Rong Liu 1, Ran Li 1, Wei Sun 1* 1 Shool of Mehanial Engineering & Automation, Northeatern Univerity, Shenyang 110819, China
More informationDesign Manual to EC2. LinkStudPSR. Version 3.1 BS EN : Specialists in Punching Shear Reinforcement.
LinkStudPSR Speialit in Punhing Shear Reinforement Deign Manual to EC BS EN 199-1-1:004 Verion 3.1 January 018 LinkStud PSR Limited /o Brook Forging Ltd Doulton Road Cradley Heath Wet Midland B64 5QJ Tel:
More informationThe Skeldar V-150 flight control system. Modeling, identification and control of an unmanned helicopter. Saab AB. Saab Aerosystems.
The Skeldar V-5 flight ontrol ytem Modeling, identifiation and ontrol of an unmanned heliopter Ola Härkegård LiTH, November 8, 27 Organization Saab AB Saab Aeroytem Aeronauti Flight Control Sytem Aerodynami
More informationRelativistic Dynamics
Chapter 7 Relativisti Dynamis 7.1 General Priniples of Dynamis 7.2 Relativisti Ation As stated in Setion A.2, all of dynamis is derived from the priniple of least ation. Thus it is our hore to find a suitable
More informationAssessment of Proportional Integral Control Loop Performance for Input Load Disturbance Rejection
Artile pub.a.org/ecr Aement of Proportional ntegral Control Loop Performane for nput Load Diturbane Rejetion Zhenpeng Yu and Jiandong Wang College of Engineering, Peking Univerity, Beijing, China 87 ABSTRACT:
More informationAdvanced Analog Technology, Inc.
AA110 Produt information preented i urrent a of publiation date. Detail are ubjet to hange without notie ADANCED PWM DC-DC CONERER WIH INERNA SWICH AND SOF-SAR FEAURES 1.6A, 0.3Ω, Internal Swith High Effiieny:
More informationLecture 3 - Lorentz Transformations
Leture - Lorentz Transformations A Puzzle... Example A ruler is positioned perpendiular to a wall. A stik of length L flies by at speed v. It travels in front of the ruler, so that it obsures part of the
More information303b Reducing the impact (Accelerometer & Light gate)
Senor: Logger: Accelerometer High g, Light gate Any EASYSENSE capable of fat logging Science in Sport Logging time: 1 econd 303b Reducing the impact (Accelerometer & Light gate) Read In many porting activitie
More informationSimulating fluid-crystalline solid equilibria with the Gibbs ensemble
Simulating luid-rytalline olid equilibria with the Gibb enemble M.B. Sweatman and. Quirke Department o Chemitry, Imperial College, South Kenington, London, UK. SW7 AY. Abtrat We employ the Gibb enemble
More informationSoftware Verification
Sotware Veriiation EXAMPLE CSA A23.3-04 RC-BM-00 Flexural and Shear Beam Deign PROBLEM DESCRIPTION The purpoe o thi example i to veri lab lexural deign in. The load level i adjuted or the ae orreponding
More informationGeneral Closed-form Analytical Expressions of Air-gap Inductances for Surfacemounted Permanent Magnet and Induction Machines
General Closed-form Analytial Expressions of Air-gap Indutanes for Surfaemounted Permanent Magnet and Indution Mahines Ronghai Qu, Member, IEEE Eletroni & Photoni Systems Tehnologies General Eletri Company
More informationMath 273 Solutions to Review Problems for Exam 1
Math 7 Solution to Review Problem for Exam True or Fale? Circle ONE anwer for each Hint: For effective tudy, explain why if true and give a counterexample if fale (a) T or F : If a b and b c, then a c
More informationAPPENDIX 1 APPENDICES
APPENDIX 1 Thermal pray onferene have been held ine 1987, and have been on going almot every year ine. Previou to 1987 thermal praying reearh wa publihed at International Metal Spraying Conferene, of whih
More informationAutomated Production Flow Line Failure Rate Mathematical Analysis with Probability Theory
Tan Chan Sin et al. / International Journal of Engineering and Tehnology (IJET) Automated Prodution Flow Line Failure Rate Mathematial Analyi with Probability Theory Tan Chan Sin* 1, Rypek Uubamatov 2,
More informationOn the Vibration Behavior Study of a Nonlinear Flexible Composite Beam Under Excitation Forces via Nonlinear Active Vibration Controller
International Journal o Bai & Applied Siene IJBAS-IJENS Vol: No: 9 On the Vibration Behavior Study o a Nonlinear Flexible Compoite Beam Under Exitation Fore via Nonlinear Ative Vibration Controller Y.
More informationPIPELINING AND PARALLEL PROCESSING. UNIT 4 Real time Signal Processing
PIPELINING AND PARALLEL PROCESSING UNIT 4 Real time Signal Proceing Content Introduction Pipeling of FIR Digital Filter Parallel proceing Low power Deign FIR Digital Filter A FIR Filter i defined a follow:
More information60 p. 2. A 200hp 600V, 60 Hz 3-phase induction motor has start code F. What line current should be expected at starting? 4 marks.
EE 004 Final Solution : Thi wa a hr exam. A 60 Hz 4 pole -phae induction motor rotate at 740rpm. a) What i the lip? mark b) What i the peed o rotation o the rotor magnetic ield (in rpm)? mark The motor
More informationDeepak Rajput
General quetion about eletron and hole: A 1a) What ditinguihe an eletron from a hole? An) An eletron i a fundamental partile wherea hole i jut a onept. Eletron arry negative harge wherea hole are onidered
More information(12) United States Patent (10) Patent No.: US 7,204,145 B2
UOO7204145B2 (12) United tate Patent (10) Patent No.: U 7,204,145 B2 Heink et al. (45) Date of Patent: Apr. 17, 2007 (54) ACTIVITY MONITORING (58) Field of Claification earch... 73/510, 73/514.34, 865.1,
More informationIRANIAN JOURNAL OF ELECTRICAL AND COMPUTER ENGINEERING, VOL. 7, NO. 1, WINTER-SPRING M. Rahimi, H. Mokhtari, and Gh.
IRANIAN JOURNAL OF ELECTRICAL AND COMPUTER ENGINEERING VOL. 7 NO. WINTER-SPRING 008 6 A New Atie Method in Damping Poible Reonane in Atie Filter M. Rahimi H. Mokhtari and Gh. Zaarabadi Abtrat Thi paper
More informationFUNDAMENTALS OF POWER SYSTEMS
1 FUNDAMENTALS OF POWER SYSTEMS 1 Chapter FUNDAMENTALS OF POWER SYSTEMS INTRODUCTION The three baic element of electrical engineering are reitor, inductor and capacitor. The reitor conume ohmic or diipative
More informationLinear Motion, Speed & Velocity
Add Important Linear Motion, Speed & Velocity Page: 136 Linear Motion, Speed & Velocity NGSS Standard: N/A MA Curriculum Framework (006): 1.1, 1. AP Phyic 1 Learning Objective: 3.A.1.1, 3.A.1.3 Knowledge/Undertanding
More informationWhere as discussed previously we interpret solutions to this partial differential equation in the weak sense: b
Consider the pure initial value problem for a homogeneous system of onservation laws with no soure terms in one spae dimension: Where as disussed previously we interpret solutions to this partial differential
More informationIMPROVING CNC MACHINE TOOLS ACCURACY BY MEANS OF THE CIRCULAR TEST AND SIMULATION
Proceeding in Manufacturing Sytem, Vol. 5 (00), No. 3 ISSN 067-938 IMPROVING CNC MACHINE TOOLS ACCURACY BY MEANS OF THE CIRCULAR TEST AND SIMULATION Radu-Eugen BREAZ, Octavian BOLOGA, Gabriel RACZ 3, Valentin
More informationControl of industrial robots. Control of the interaction
Control o industrial robots Control o the interation Pro. Paolo Roo (paolo.roo@polimi.it) Politenio di Milano Dipartimento di Elettronia, Inormazione e Bioingegneria Introdution So ar we have assumed that
More informationDYNAMIC MODELS FOR CONTROLLER DESIGN
DYNAMIC MODELS FOR CONTROLLER DESIGN M.T. Tham (996,999) Dept. of Chemical and Proce Engineering Newcatle upon Tyne, NE 7RU, UK.. INTRODUCTION The problem of deigning a good control ytem i baically that
More informationMillennium Relativity Acceleration Composition. The Relativistic Relationship between Acceleration and Uniform Motion
Millennium Relativity Aeleration Composition he Relativisti Relationship between Aeleration and niform Motion Copyright 003 Joseph A. Rybzyk Abstrat he relativisti priniples developed throughout the six
More information@(; t) p(;,b t) +; t), (; t)) (( whih lat line follow from denition partial derivative. in relation quoted in leture. Th derive wave equation for ound
24 Spring 99 Problem Set 5 Optional Problem Phy February 23, 999 Handout Derivation Wave Equation for Sound. one-dimenional wave equation for ound. Make ame ort Derive implifying aumption made in deriving
More informationControl Engineering An introduction with the use of Matlab
Derek Atherton An introdution with the ue of Matlab : An introdution with the ue of Matlab nd edition 3 Derek Atherton ISBN 978-87-43-473- 3 Content Content Prefae 9 About the author Introdution What i?
More informationR. W. Erickson. Department of Electrical, Computer, and Energy Engineering University of Colorado, Boulder
R. W. Erickon Department of Electrical, Computer, and Energy Engineering Univerity of Colorado, Boulder Cloed-loop buck converter example: Section 9.5.4 In ECEN 5797, we ued the CCM mall ignal model to
More informationSound Propagation through Circular Ducts with Spiral Element Inside
Exerpt from the Proeeding of the COMSOL Conferene 8 Hannover Sound Propagation through Cirular Dut with Spiral Element Inide Wojieh Łapka* Diviion of Vibroaouti and Sytem Biodynami, Intitute of Applied
More informationSampler-A. Secondary Mathematics Assessment. Sampler 521-A
Sampler-A Seondary Mathematis Assessment Sampler 521-A Instrutions for Students Desription This sample test inludes 14 Seleted Response and 4 Construted Response questions. Eah Seleted Response has a
More informationPlasmonic Waveguide Analysis
Plamoni Waveguide Analyi Sergei Yuhanov, Jerey S. Crompton *, and Kyle C. Koppenhoeer AltaSim Tehnologie, LLC *Correponding author: 3. Wilon Bridge Road, Suite 4, Columbu, O 4385, je@altaimtehnologie.om
More informationA Simplified Steady-State Analysis of the PWM Zeta Converter
Proeeng of the 3th WSEAS International Conferene on CICUITS A Simplified Steady-State Analyi of the PW Zeta Conerter ELENA NICULESCU *, INA IAA-PUCAU *, AIUS-CISTIAN NICULESCU **, IN PUCAU *** AN AIAN
More informationPath Planning for Robot-Assisted Grinding Processes
Proceeding o the IEEE International Conerence on Robotic & Automation Seoul, Korea May -6, Path Planning or Robot-Aited Grinding Procee Y.. Wang and Y.J. Jan Department o Mechanical Engineering, amkang
More informationChapter 2 Sampling and Quantization. In order to investigate sampling and quantization, the difference between analog
Chapter Sampling and Quantization.1 Analog and Digital Signal In order to invetigate ampling and quantization, the difference between analog and digital ignal mut be undertood. Analog ignal conit of continuou
More informationReal-Time Identification of Sliding Friction Using LabVIEW FPGA
Real-Time Identification of Sliding Friction Uing LabVIEW FPGA M. Laine Mear, Jeannie S. Falcon, IEEE, and Thoma R. Kurfe, IEEE Abtract Friction i preent in all mechanical ytem, and can greatly affect
More informationEcon 455 Answers - Problem Set 4. where. ch ch ch ch ch ch ( ) ( ) us us ch ch us ch. (world price). Combining the above two equations implies: 40P
Fall 011 Eon 455 Harvey Lapan Eon 455 Anwer - roblem et 4 1. Conider the ae of two large ountrie: U: emand = 300 4 upply = 6 where h China: emand = 300 10 ; upply = 0 h where (a) Find autarky prie: U:
More informationInvestigating Efficiency of a Five-Mass Electromechanical System having Damping Friction, Elastic Coupling and Clearance
Invetigating Efficiency of a Five-Ma Electromechanical Sytem having Damping Friction Elatic oupling and learance Mr. Aboah Boateng Emmanuel Student (BSc. Electrical and Electronic Engineering Department
More informationPHYSICS LAB Experiment 5 Fall 2004 FRICTION
FRICTION In thi experiment we will meaure the effect of friction on the motion of a body in contact with a particular urface. When a body lide or roll over another, it motion i oppoed by the force of friction
More informationME 141. Engineering Mechanics
ME 141 Engineering Mechanic Lecture 14: Plane motion of rigid bodie: Force and acceleration Ahmad Shahedi Shakil Lecturer, Dept. of Mechanical Engg, BUET E-mail: hakil@me.buet.ac.bd, hakil6791@gmail.com
More informationUSING NONLINEAR CONTROL ALGORITHMS TO IMPROVE THE QUALITY OF SHAKING TABLE TESTS
October 12-17, 28, Beijing, China USING NONLINEAR CONTR ALGORITHMS TO IMPROVE THE QUALITY OF SHAKING TABLE TESTS T.Y. Yang 1 and A. Schellenberg 2 1 Pot Doctoral Scholar, Dept. of Civil and Env. Eng.,
More informationMAE320-HW7A. 1b). The entropy of an isolated system increases during a process. A). sometimes B). always C). never D).
MAE0-W7A The homework i due Monday, November 4, 06. Each problem i worth the point indicated. Copying o the olution rom another i not acceptable. (). Multiple choice (0 point) a). Which tatement i invalid
More informationChapter 9: Controller design. Controller design. Controller design
Chapter 9. Controller Deign 9.. Introduction 9.2. Eect o negative eedback on the network traner unction 9.2.. Feedback reduce the traner unction rom diturbance to the output 9.2.2. Feedback caue the traner
More informationApplication of Fuzzy C-Means Clustering in Power System Model Reduction for Controller Design
Proeeding of the 5th WSEAS Int. Conf. on COMPUAIONAL INELLIGENCE, MAN-MACHINE SYSEMS AND CYBERNEICS, Venie, Italy, November 20-22, 2006 223 Appliation of Fuzzy C-Mean Clutering in Power Sytem Model Redution
More informationFINITE WORD LENGTH EFFECTS IN DSP
FINITE WORD LENGTH EFFECTS IN DSP PREPARED BY GUIDED BY Snehal Gor Dr. Srianth T. ABSTRACT We now that omputers store numbers not with infinite preision but rather in some approximation that an be paed
More information5.2.6 COMPARISON OF QUALITY CONTROL AND VERIFICATION TESTS
5..6 COMPARISON OF QUALITY CONTROL AND VERIFICATION TESTS Thi proedure i arried out to ompare two different et of multiple tet reult for finding the ame parameter. Typial example would be omparing ontrator
More informationControl Theory association of mathematics and engineering
Control Theory assoiation of mathematis and engineering Wojieh Mitkowski Krzysztof Oprzedkiewiz Department of Automatis AGH Univ. of Siene & Tehnology, Craow, Poland, Abstrat In this paper a methodology
More informationRectangular Waveguide
0/30/07 EE 4347 Applied Eletromagnetis Topi 5 Retangular Waveguide Leture 5 These notes ma ontain oprighted material obtained under air use rules. Distribution o these materials is stritl prohibited Slide
More informationCHAPTER 4 DESIGN OF STATE FEEDBACK CONTROLLERS AND STATE OBSERVERS USING REDUCED ORDER MODEL
98 CHAPTER DESIGN OF STATE FEEDBACK CONTROLLERS AND STATE OBSERVERS USING REDUCED ORDER MODEL INTRODUCTION The deign of ytem uing tate pace model for the deign i called a modern control deign and it i
More informationName Solutions to Test 1 September 23, 2016
Name Solutions to Test 1 September 3, 016 This test onsists of three parts. Please note that in parts II and III, you an skip one question of those offered. Possibly useful formulas: F qequb x xvt E Evpx
More informationThe Design of a Phase Gain Damping (PGD) Controller for Feedback Control Systems
IOSR Journal o Eletrial an Eletroni Engineering (IOSR-JEEE e-issn: 78-7,p-ISSN: -, Volume, Iue Ver. III (Sep - Ot, PP 8-9 www.iorjournal.org The Deign o a Phae Gain Damping (PGD Controller or Feeak Control
More informationf max = GHz I ave PartAData 2 :=
NTU 6342 / EE 24 Homework #3 SOLUTIONS Problem #: Delay time: t p_fo4_2 :=.424n t p_fo4_ := 2.2n Simulation value: T min := 2 t p_fo4_2 T max := 2 t p_fo4_ T min =.848 n T max = 4.24 n f max := T min Part
More informationCorrection for Simple System Example and Notes on Laplace Transforms / Deviation Variables ECHE 550 Fall 2002
Correction for Simple Sytem Example and Note on Laplace Tranform / Deviation Variable ECHE 55 Fall 22 Conider a tank draining from an initial height of h o at time t =. With no flow into the tank (F in
More informationFluid-structure coupling analysis and simulation of viscosity effect. on Coriolis mass flowmeter
APCOM & ISCM 11-14 th December, 2013, Singapore luid-tructure coupling analyi and imulation of vicoity effect on Corioli ma flowmeter *Luo Rongmo, and Wu Jian National Metrology Centre, A*STAR, 1 Science
More informationArithmetic Circuits. Comp 120, Spring 05 2/10 Lecture. Today s BIG Picture Reading: Study Chapter 3. (Chapter 4 in old book)
omp 2, pring 5 2/ Leture page Arithmeti iruits Didn t I learn how to do addition in the seond grade? UN ourses aren t what they used to be... + Finally; time to build some serious funtional bloks We ll
More informationGeometry of Transformations of Random Variables
Geometry of Transformations of Random Variables Univariate distributions We are interested in the problem of finding the distribution of Y = h(x) when the transformation h is one-to-one so that there is
More informationSelector Switch Type 06
Seletor Swith Type 0 Compat and versatile positions multi wafer seletor swith,000 swithing yles with up to.0 Nm swithing torque Gold plated ontats: miron Roust metal housing with metal shaft Operating
More informationExperiment 03: Work and Energy
MASSACHUSETTS INSTITUTE OF TECHNOLOGY Physis Department Physis 8.01 Purpose of the Experiment: Experiment 03: Work and Energy In this experiment you allow a art to roll down an inlined ramp and run into
More informationDigital Control System
Digital Control Sytem - A D D A Micro ADC DAC Proceor Correction Element Proce Clock Meaurement A: Analog D: Digital Continuou Controller and Digital Control Rt - c Plant yt Continuou Controller Digital
More informationDETERMINATION OF THE POWER SPECTRAL DENSITY IN CAPACITIVE DIGITAL ACCELEROMETERS USING THEORY OF LIMIT CYCLES
XVIII IKO WORLD CORSS etrology for a Sutainable Development September, 7, 006, Rio de Janeiro, Brazil DTRIATIO O TH POWR SPCTRAL DSITY I CAPACITIV DIITAL ACCLROTRS USI THORY O LIIT CYCLS artin Kollár,
More information