Technical Explanation for Servomotors and Servo Drives Servo and Servomotors for Explanation Technical Outputs Command Operation
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Income? Bisone
INCOME? BISONE ED 179 392 SP 029 296 $ AUTHOR Hamilton, Howard B. TITLE Problem Manual for Power Processiug, Tart 1. Electric Machinery Analysis. ) ,INSTITUTION Pittsbutgh Univ., VA. 51'014 AGENCY National Science Foundation, Weeshingtcni D.C. PUB DATE -70 GRANT NSF-GY-4138 NOTE 40p.; For_related documents', see SE 029 295-298 EDRS PRICE MF01/BCO2 Plus Postage. DESCRIPTORS *College Science: Curriculum Develoimeft: Electricity: Electromechanical lacshnology;- Electfonics: *Engineering Educatiob: Higher Education: Instructional Materials: *Problem Solving; Science CourAes:,'Science Curriculum: Science . Eductttion; *Science Materials: Scientific Concepts AOSTRACT This publication was developed as aPortion/ofa . two-semester se4uence commencing t either the-sixth cr seVenth.term of the undergraduate program in electrical engineering at the University of Pittsburgh. The materials of tfie two courses, produced by' National Science Foundation grant, are concernedwitli power con ion systems comprising power electronic devices, electromechanical energy converters, and,associnted logic configurations necessary to cause the systlp to behave in a, prescrib,ed fashion. The erphasis in this portion of the'two course E` sequende (Part 1)is on electric machinery analysis.. 7his publication is-the problem manual for Part 1, which provide's problems included in 4, the first course. (HM) 4 Reproductions supplied by EDPS are the best that can be made from the original document. * **************************v******************************************** 2 -
Application Note TM Generic Drive Interface: Using Siemens S7 PLC Range Via Profinet
Motion Control Products Application note TM Generic drive interface: Using Siemens S7 PLC range via Profinet AN00263 Rev D Ready to use PLC function blocks, combine with a pre-written Mint application for simple control of MicroFlex e190 and MotiFlex e180 drives via PROFINET IO Introduction This application note details how to import and configure the ABB Generic Drive Interface (GDI) and associated TIA portal library ‘ABB Motion GDI Library’ using TIA portal (version 15 or later) project and any SIMATIC S7 CPU (S7-1200, S7-1500, S7- 400) using FW 3.3.12 or later. The same principles can be applied for older Simatic Step 7 projects though firmware versions before V3.xx should be avoided. The library provides pre-written data structures and function blocks that integrate seamlessly with the Mint based GDI and allow suitable Siemens PLCs to control ABB drives running Mint programs that support PROFINET IO (MicroFlex e190 and MotiFlex e180). Note that MicroFlex e190 and MotiFlex e180 drives must be provided with the Mint memory card (option code +N8020). The instructions promote consistency in all projects and greatly simplify the development of Siemens PLC motion control applications where simple point to point motion is required. This document assumes that the reader has basic knowledge of Siemens PLCs, SIMATIC S7, PROFINET IO configuration, Mint Workbench and the Mint GDI. It is recommended that the reader refers to application note AN00204 for details on the Mint GDI operation and configuration. Pre-requisites We will need to have the -
Control of DC Servomotor
Control of DC Servomotor Report submitted in partial fulfilment of the requirement to the degree of B.SC In Electrical and Electronic Engineering Under the supervision of Dr. Abdarahman Ali Karrar By Mohammed Sami Hassan Elhakim To Department of Electrical and Electronic Engineering University of Khartoum July 2008 Dedication I would like to take this opportunity to write these humble words that are unworthy of expressing my deepest gratitude for all those who made this possible. First of all I would like to thank god for my general existence and everything else around and within me. Second I would like to thank my beloved parents(Sami & Sawsan), my brothers (Tarig & Hassan), and my sister (Latifa), thank you so much for your support, guidance and care, you were always there to make me feel better and encourage me. I would like also to thanks all my friends inside and out Khartoum university, thank you for your patients tolerance and understanding, for your endless love that has stretched so far, for easing my pain and pulling me through. A special thanks to my partner Muzaab Hashiem without his help and advice i won’t be able to do what i did, thank you for being an ideal partner, friend and bother. Last but not the least i would like to thank my supervisor Dr. Karar and all those who helped me throughout this project, thank you for filling my mind with this rich knowledge. Mohammed Sami Hassan Elhakim. I Acknowledgement The first word goes to God the Almighty for bringing me to this world and guiding me as i reached this stage in my life and for making me live and see this work. -
Design of Plc Controlled Linear Induction Motor
www.ijcrt.org © 2018 IJCRT | Volume 6, Issue 1 January 2018 | ISSN: 2320-2882 DESIGN OF PLC CONTROLLED LINEAR INDUCTION MOTOR 1Ashish Bachute,2Akash Babar,3Balaji Bagal,4Abhay Bhagat, 5Prof. Anupma Kamboj 1Department of Electrical Engineering, 1JSPM’s Bhivarabai Sawant Institute of Technology and Research, Pune, India Abstract: This paper presents a simple and fast methodology for designing a linear induction motor (LIM). A linear induction motor is an AC asynchronous linear motor that works by the same general principles as other induction motor but is very typically designed to directly produce motion in a straight line. Characteristically, linear induction motors have a finite length primary, which generates end effects, whereas with a conventional induction motor the primary is an endless loop. Their uses include magnetic levitation, linear propulsion and linear actuators. They have also been used for pumping liquid metal. Despite their name, not all linear induction motors produce linear motion some linear induction motors are employed for generating rotations of large diameters where the use of a continuous primary would be very expensive. Linear induction motors can be designed to produce thrust up to several thousands of Newton’s. The winding design and supply frequency determine the speed of a linear induction motor. Index Terms – Linear induction motor (LIM), magnetic levitation, programmable logic controller (PLC) I. INTRODUCTION A LIM is basically a rotating squirrel cage induction motor opened out flat. Instead of producing rotary torque from a cylindrical machine it produces linear force from a flat one. Only the shape and the way it produces motion is changed. -
Motion Control and Interaction Control in Medical Robotics
Motion Control and Interaction Control in Medical Robotics Ph. POIGNET LIRMM UMR CNRS-UMII 5506 161 rue Ada 34392 Montpellier Cédex 5 [email protected] Introduction Examples in medical fields as soon as the system is active to provide safety, tactile capabilities, contact constraints or man/machine interface (MMI) functions: Safety monitoring, tactile search and MMI in total hip replacement with ROBODOC [Taylor 92] or in total knee arthroplasty [Davies 95] [Denis 03] • Force feedback to implement « guarded move » strategies for finding the point of contact or the locator pins in a surgical setting [Taylor 92] • MMI which allows the surgeon to guide the robot by leading its tool to the desired position through zero force control [Taylor 92] e.g registration or digitizing of organ surfaces [Denis 03] Introduction Echographic monitoring (Hippocrate, [Pierrot 99]) • A robot manipulating ultrasonic probes used for cardio-vascular desease prevention to apply a given and programmable force on the patient’s skin to guarantee good conduction of the US signal and reproducible deformation of the artery Reconstructive surgery with skin harvesting (SCALPP, [Dombre 03]) Introduction Minimally invasive surgery [Krupa 02], [Ortmaïer 03] • Non damaging tissue manipulation requires accuracy, safety and force control Microsurgical manipulation [Kumar 00] • Cooperative human/robot force control with hand-held tools for compliant tasks Needle insertion [Barbé 06], [Zarrad 07a] Haptic devices [Hannaford 99], [Shimachi 03], [Duchemin 05] • Force sensing -
Academic Regulations, Course Structure and Detailed Syllabus
ACADEMIC REGULATIONS, COURSE STRUCTURE AND DETAILED SYLLABUS M.Tech (POWER ELECTRONICS AND ELECTRIC DRIVES) FOR MASTER OF TECHNOLOGY TWO YEAR POST GRADUATE COURSE (Applicable for the batches admitted from 2014-2015) R14 ANURAG GROUP OF INSTITUTIONS (AUTONOMOUS) SCHOOL OF ENGINEERING Venkatapur, Ghatkesar, Hyderabad – 500088 ANURAG GROUP OF INSTITUTIONS (AUTONOMOUS) M.TECH. (POWER ELECTRONICS AND ELECTRIC DRIVES) I YEAR - I SEMESTER COURSE STRUCTURE AND SYLLUBUS Subject Code Subject L P Credits A31058 Machine Modeling& Analysis 3 0 3 A31059 Power Electronic Converters-I 3 0 3 A31024 Modern Control Theory 3 0 3 A31060 Power Electronic Control of DC Drives 3 0 3 Elective-I 3 0 3 A31029 HVDC Transmission A31061 Operations Research A31062 Embedded Systems Elective-II A31027 Microcontrollers and Applications 3 0 3 A31063 Programmable Logic Controllers and their Applications A31064 Special Machines A31213 Power Converters Lab 0 3 2 A31214 Seminar - - 2 Total 18 3 22 I YEAR - II SEMESTER Subject Subject L P Credits Code A32058 Power Electronic Converters-II 3 0 3 A32059 Power Electronic Control of AC Drives 3 0 3 A32022 Flexible AC Transmission Systems (FACTS) 3 0 3 A32060 Neural Networks and Fuzzy Systems 3 0 3 Elective-III A32061 Digital Control Systems 3 0 3 A32062 Power Quality A32063 Advanced Digital Signal Processing Elective-IV A32064 Dynamics of Electrical Machines A32065 High-Frequency Magnetic Components A32066 3 0 3 Renewable Energy Systems A32213 Electrical Systems Simulation Lab 0 3 2 A32214 Seminar-II - - 2 Total 18 3 22 II YEAR – I SEMESTER Code Subject L P Credits A33219 Comprehensive Viva-Voce - - 2 A33220 Project Seminar 0 3 2 A33221 Project Work Part-I - - 18 Total Credits - 3 22 II YEAR – II SEMESTER Code Subject L P Credits A34207 Project Work Part-II and Seminar - - 22 Total - - 22 L P C M. -
DC Servo Motor Modeling
MODELING DC SERVOMOTORS CONTROL SYSTEMS TECH NOTE © Dr. Russ Meier, MSOE INTRODUCTION A DC motor is an actuator that converts electrical energy to mechanical rotation using the principles of electromagnetism. The circuit symbol for a DC motor is shown in Figure 1. + Va M - Figure 1: Circuit symbol for a DC servomotor The learning objectives of this technical note are: 1. Draw the equivalent DC servomotor circuit theory model. 2. State the equations of motion used to derive the electromechanical transfer function in the time domain and the s-domain. 3. Draw the DC servomotor signal block diagram. 4. Derive the DC servomotor electromechanical transfer function. CIRCUIT THEORY MODEL The circuit shown in Figure 2 models the DC servomotor. Note that an armature control current is created when the armature control voltage, Va, energizes the motor. The current flow through a series-connected Ra La + + Tm Va Vb R θ m - - Figure 2: DC servomotor circuit theory model armature resistance, an armature inductance, and the rotational component (the rotor) of the motor. The rotor shaft is typically drawn to the right with the torque (Tm) and angular displacement (θm) variables shown. The motor transfer function is the ratio of angular displacement to armature voltage. Figure 3: The DC servomotor transfer function EQUATIONS OF MOTION Three equations of motion are fundamental to the derivation of the transfer function. Relationships between torque and current, voltage and angular displacement, and torque and system inertias are used. Torque is proportional to the armature current. The constant of proportionality is called the torque constant and is given the symbol Kt. -
Axial-Flux Permanent-Magnet Dual-Rotor Generator for a Counter-Rotating Wind Turbine
energies Article Axial-Flux Permanent-Magnet Dual-Rotor Generator for a Counter-Rotating Wind Turbine Filip Kutt *,† , Krzysztof Blecharz † and Dariusz Karkosi ´nski † Faculty of Electrical and Control Engineering, Gda´nskUniversity of Technology, 80-233 Gda´nsk,Poland; [email protected] (K.B.); [email protected] (D.K.) * Correspondence: fi[email protected]; Tel.: +48-58-347-19-39 † These authors contributed equally to this work. Received: 31 March 2020; Accepted: 26 May 2020; Published: 2 June 2020 Abstract: Coaxial counter-rotating propellers have been widely applied in ships and helicopters for improving the propulsion efficiency and offsetting system reactive torques. Lately, the counter-rotating concept has been introduced into the wind turbine design. Distributed wind power generation systems often require a novel approach in generator design. In this paper, prototype development of axial-flux generator with a counter-rotating field and armature is presented. The design process was composed of three main steps: analytical calculation, FEM simulation and prototype experimental measurements. The key aspect in the prototype development was the mechanical construction of two rotating components of the generator. Sturdy construction was achieved using two points of contact between both rotors via the placement of the bearing between the inner and outer rotor. The experimental analysis of the prototype generator has been conducted in the laboratory at the dynamometer test stand equipped with a torque sensor. The general premise for the development of such a machine was an investigation into the possibility of developing a dual rotor wind turbine. The proposed solution had to meet certain criteria such as relatively simple construction of the generator and the direct coupling between the generator and the wind turbines. -
Motion Control for Newbies. Featuring Maxon EPOS2 P
Urs Kafader Motion Control for Newbies. Featuring maxon EPOS2 P. First Edition 2014 © 2014, maxon academy, Sachseln This work is protected by copyright. All rights reserved, including but not limited to the rights to translation into foreign languages, reproduction, storage on electronic media, reprinting and public presentation. The use of proprietary names, common names etc. in this work does not mean that these names are not protected within the meaning of trademark law. All the information in this work, including but not limited to numerical data, applications, quantitative data etc. as well as advice and recommendations has been carefully researched, although the accuracy of such information and the total absence of typographical errors cannot be guaranteed. The accuracy of the information provided must be verified by the user in each individual case. The author, the publisher and/or their agents may not be held liable for bodily injury or pecuniary or property damage. Version 1.2, February 2014 2 Motion Control for Newbies, featuring maxon EPOS2 P Motion Control for Newbies Featuring maxon EPOS2 P Intention and approach The basic approach of this textbook, like many, is a practical and experimental one; however, it is reversed from most. Instead of first explaining the theory of motion control and then applying it to specific examples, here we will start with hands-on exp erimenting on a real maxon EPOS2 P positioning control system by means of the EPOS Studio software and explain all the relevant motion control principles/features as they appear on the journey. Therefore, the text contains mainly the exercises and practical work to do. -
Advancing Motivation Feedforward Control of Permanent Magnetic Linear Oscillating Synchronous Motor for High Tracking Precision
actuators Article Advancing Motivation Feedforward Control of Permanent Magnetic Linear Oscillating Synchronous Motor for High Tracking Precision Zongxia Jiao 1,2,3, Yuan Cao 1, Liang Yan 1,2,3,*, Xinglu Li 1,3, Lu Zhang 1,2,3 and Yang Li 1,3 1 School of Automation Science and Electrical Engineering, Beihang University, Beijing 100191, China; [email protected] (Z.J.); [email protected] (Y.C.); [email protected] (X.L.); [email protected] (L.Z.); [email protected] (Y.L.) 2 Ningbo Institute of Technology, Beihang University, Ningbo 315800, China 3 Science and Technology on Aircraft Control Laboratory, Beihang University, Beijing 100191, China * Correspondence: [email protected] Abstract: Linear motors have promising application to industrial manufacture because of their direct motion and thrust output. A permanent magnetic linear oscillating synchronous motor (PMLOSM) provides reciprocating motion which can drive a piston pump directly having advantages of high frequency, high reliability, and easy commercial manufacture. Hence, researching the tracking perfor- mance of PMLOSM is of great importance to realizing its popularization and application. Traditional PI control cannot fulfill the requirement of high tracking precision, and PMLOSM performance has high phase lag because of high control stiffness. In this paper, an advancing motivation feedforward control (AMFC), which is a combination of advancing motivation signal and PI control signal, is proposed to obtain high tracking precision of PMLOSM. The PMLOSM inserted with AMFC can provide accurate trajectory tracking at a high frequency. Compared with single PI control, AMFC can reduce the phase lag from −18 to −2.7 degrees, which shows great promotion of the tracking Citation: Jiao, Z.; Cao, Y.; Yan, L.; Li, precision of PMLOSM. -
Direct Drive Dc Torque Servo Motors
DIRECT DRIVE DC TORQUE SERVO MOTORS QT- Series Rare Earth Magnet Motors DIRECT DRIVE DC SERVO MOTORS The Direct Drive DC Torque motor is a servo actuator which can be directly attached to the load it drives. It has a permanent magnet (PM) field and a wound armature which act together to convert electrical power to torque. This torque can then be utilized in positioning or speed control systems. In general, torque motors are deigned for three different types of operation: » High stall torque (“stand-still” operation) for positioning systems » High torque at low speeds for speed control systems » Optimum torque at high speed for positioning, rate, or tensioning systems SUPERIOR QUALITY With the widest range of standard and custom motion solutions, we collaborate with you to deploy rugged, battle-worthy systems engineered and built to meet your singular requirements. Kollmorgen provides direct drive servo motor solutions for the following applications: » Weapons stations and gun turrets » Missile guidance and precision-guided munitions » Radar pedestals and tracking stations » Unmanned ground, aerial and undersea vehicles » Ground vehicles and sea systems » Aircraft and spacecraft systems » Camera gimbals » IR countermeasure platforms » Laser weapon platforms QT- Series D irect Drive DC Servo Motors Advantages of Direct Drive DC Torque Motors Direct drive torque motors are particularly suited for servo system applications where it is desirable to minimize size, weight, power and response time, and to maximize rate and position accuracies. Frameless motors range from 28.7mm (1.13in) OD weighing 1.4 ounces (.0875 lbs) to a 4067 N-m (3000 lb-ft) unit with a 1067mm (42in) OD and a 660.4mm (26in) open bore ID. -
Course Description Bachelor of Technology (Electrical Engineering)
COURSE DESCRIPTION BACHELOR OF TECHNOLOGY (ELECTRICAL ENGINEERING) COLLEGE OF TECHNOLOGY AND ENGINEERING MAHARANA PRATAP UNIVERSITY OF AGRICULTURE AND TECHNOLOGY UDAIPUR (RAJASTHAN) SECOND YEAR (SEMESTER-I) BS 211 (All Branches) MATHEMATICS – III Cr. Hrs. 3 (3 + 0) L T P Credit 3 0 0 Hours 3 0 0 COURSE OUTCOME - CO1: Understand the need of numerical method for solving mathematical equations of various engineering problems., CO2: Provide interpolation techniques which are useful in analyzing the data that is in the form of unknown functionCO3: Discuss numerical integration and differentiation and solving problems which cannot be solved by conventional methods.CO4: Discuss the need of Laplace transform to convert systems from time to frequency domains and to understand application and working of Laplace transformations. UNIT-I Interpolation: Finite differences, various difference operators and theirrelationships, factorial notation. Interpolation with equal intervals;Newton’s forward and backward interpolation formulae, Lagrange’sinterpolation formula for unequal intervals. UNIT-II Gauss forward and backward interpolation formulae, Stirling’s andBessel’s central difference interpolation formulae. Numerical Differentiation: Numerical differentiation based on Newton’sforward and backward, Gauss forward and backward interpolation formulae. UNIT-III Numerical Integration: Numerical integration by Trapezoidal, Simpson’s rule. Numerical Solutions of Ordinary Differential Equations: Picard’s method,Taylor’s series method, Euler’s method, modified