Theory of Applied Robotics - Reza N. Jazar
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Cuốn sách này giới thiệu kiến thức nền tảng về robot, bao gồm động học, động lực học và điều khiển, nhằm phát triển các chương trình máy tính để phân tích các hệ thống robot. Đây là phiên bản thứ hai, được cập nhật dựa trên phản hồi của sinh viên.
- 문서명
- Theory of Applied Robotics - Reza N. Jazar
- 학교 / 강의
- Đại học Bách khoa Hà Nội · Robot công nghiệp
- 작성자 (문서 내)
- Reza N. Jazar
- 내용
- Đây là sách giáo khoa về Lý thuyết Robot học Ứng dụng, bao gồm Động học học, Động lực học và Điều khiển. Sách cung cấp kiến thức nền tảng cho sinh viên kỹ thuật để phân tích hệ thống robot bằng máy tính.
- 목차
- 4.1 Rigid Body Motion
- 4.2 Homogeneous Transformation
- 4.3 Inverse Homogeneous Transformation
- 4.4 Compound Homogeneous Transformation
- 4.5 F Screw Coordinates
- 4.6 F Inverse Screw
- 4.7 F Compound Screw Transformation
- 4.8 F The Plücker Line Coordinate
- 4.9 F The Geometry of Plane and Line
- 4.9.1 F Moment
- 4.9.2 F Angle and Distance
- 4.9.3 F Plane and Line
- 4.10 F Screw and Plücker Coordinate
- 4.11 Summary
- 4.12 Key Symbols
- Exercises
- 5.1 Denavit-Hartenberg Notation
- 5.2 Transformation Between Two Adjacent Coordinate Frames
- 5.3 Forward Position Kinematics of Robots
- 5.4 Spherical Wrist
- 5.5 Assembling Kinematics
- 5.6 F Coordinate Transformation Using Screws
- 5.7 F Non Denavit-Hartenberg Methods
- 5.8 Summary
- 5.9 Key Symbols
- Exercises
- 6.1 Decoupling Technique
- 6.2 Inverse Transformation Technique
- 6.3 F Iterative Technique
- 6.4 F Comparison of the Inverse Kinematics Techniques
- 6.4.1 F Existence and Uniqueness of Solution
- 6.4.2 F Inverse Kinematics Techniques
- 6.5 F Singular Configuration
- 6.6 Summary
- 6.7 Key Symbols
- Exercises
- 7.1 Angular Velocity Vector and Matrix
- 7.2 F Time Derivative and Coordinate Frames
- 7.3 Rigid Body Velocity
- 7.4 F Velocity Transformation Matrix
- 7.5 Derivative of a Homogeneous Transformation Matrix
- 7.6 Summary
- 7.7 Key Symbols
- Exercises
- 8.1 F Rigid Link Velocity
- 8.2 Forward Velocity Kinematics
- 8.3 Jacobian Generating Vectors
- 8.4 Inverse Velocity Kinematics
- 8.5 Summary
- 8.6 Key Symbols
- Exercises
- 9.1 Linear Algebraic Equations
- 9.2 Matrix Inversion
- xx i
- 10.1 Angular Acceleration Vector and Matrix
- 10.2 Rigid Body Acceleration
- 10.3 F Acceleration Transformation Matrix
- 10.4 Forward Acceleration Kinematics
- 10.5 Inverse Acceleration Kinematics
- 10.6 F Rigid Link Recursive Acceleration
- 10.7 Summary
- 10.8 Key Symbols
- Exercises
- 11.1 Force and Moment
- 11.2 Rigid Body Translational Kinetics
- 11.3 Rigid Body Rotational Kinetics
- 11.4 Mass Moment of Inertia Matrix
- 11.5 Lagrange’s Form of Newton’s Equations
- 11.6 Lagrangian Mechanics
- 11.7 Summary
- 11.8 Key Symbols
- Exercises
- 12.1 Rigid Link Newton-Euler Dynamics
- 12.2 F Recursive Newton-Euler Dynamics
- 12.3 Robot Lagrange Dynamics
- 12.4 F Lagrange Equations and Link Transformation Matrices
- 12.5 Robot Statics
- 12.6 Summary
- 12.7 Key Symbols
- Exercises
- 13.1 Cubic Path
- 13.2 Polynomial Path
- 13.9 Key Symbols Exercises xx i i
- 14.1 F Minimum Time and Bang-Bang Control
- 14.2 F Floating Time Method
- 14.3 F Time-Optimal Control for Robots
- 14.4 Summary
- 14.5 Key Symbols
- Exercises
- 15.1 Open and Closed-Loop Control
- 15.2 Computed Torque Control
- 15.3 Linear Control Technique
- 15.3.1 Proportional Control
- 15.3.2 Integral Control
- 15.3.3 Derivative Control
- 15.4 Sensing and Control
- 15.4.1 Position Sensors
- 15.4.2 Speed Sensors
- 15.4.3 Acceleration Sensors
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Trích nội dung tài liệu
Theory of Applied Robotics Reza N. Jazar Theory of Applied Robotics Kinematics, Dynamics, and Control Second Edition 123 Prof. Reza N. Jazar School of Aerospace, Mechanical, and Manufacturing Engineering RMIT University Melbourne, Victoria Australia reza.reza.jazar@rmit.edu.au ISBN 978-1-4419-1749-2 e-ISBN 978-1-4419-1750-8 DOI 10.1007/978-1-4419-1750-8 Springer New York Dordrecht Heidelberg London Library of Congress Control Number: 201092 6 033 c Springer Science+Business Media, LLC 2006, 2010 All rights reserved. This work may not be translated or copied in whole or in part without the written permission of the publisher (Springer Science+Business Media, LLC, 233 Spring Street, New York, NY 10013, USA), except for brief excerpts in connection with reviews or scholarly analysis. Use in connection with any form of information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed is forbidden. The use in this publication of trade names, trademarks, service marks, and similar terms, even if they are not identified as such, is not to be taken as an expression of opinion as to whether or not they are subject to proprietary rights. c Konstantin Inozemtsev Cover illustration Printed on acid-free paper Springer is part of Springer Science+Business Media (www.springer.com) Dedicated to my wife, Mojgan and our children, Vazan and Kavosh. I am Cyrus, king of the world, great king, mighty king, king of Babylon, king of Sumer and Akkad, king of the four quarters. I ordered to write books, many books, books to teach my people, I ordered to make schools, many schools, to educate my people. Marduk, the lord of the gods, said burning books is the greatest sin. I, Cyrus, and my people, and my army will protect books and schools. They will fight whoever burns books and burns schools, the great sin. Cyrus the great Preface to the Second Edition The second edition of this book would not hav
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Trích nội dung tài liệu
Theory of Applied Robotics Reza N. Jazar Theory of Applied Robotics Kinematics, Dynamics, and Control Second Edition 123 Prof. Reza N. Jazar School of Aerospace, Mechanical, and Manufacturing Engineering RMIT University Melbourne, Victoria Australia reza.reza.jazar@rmit.edu.au ISBN 978-1-4419-1749-2 e-ISBN 978-1-4419-1750-8 DOI 10.1007/978-1-4419-1750-8 Springer New York Dordrecht Heidelberg London Library of Congress Control Number: 201092 6 033 c Springer Science+Business Media, LLC 2006, 2010 All rights reserved. This work may not be translated or copied in whole or in part without the written permission of the publisher (Springer Science+Business Media, LLC, 233 Spring Street, New York, NY 10013, USA), except for brief excerpts in connection with reviews or scholarly analysis. Use in connection with any form of information storage and retrieval, electronic adaptation, computer software, or by similar or dissimilar methodology now known or hereafter developed is forbidden. The use in this publication of trade names, trademarks, service marks, and similar terms, even if they are not identified as such, is not to be taken as an expression of opinion as to whether or not they are subject to proprietary rights. c Konstantin Inozemtsev Cover illustration Printed on acid-free paper Springer is part of Springer Science+Business Media (www.springer.com) Dedicated to my wife, Mojgan and our children, Vazan and Kavosh. I am Cyrus, king of the world, great king, mighty king, king of Babylon, king of Sumer and Akkad, king of the four quarters. I ordered to write books, many books, books to teach my people, I ordered to make schools, many schools, to educate my people. Marduk, the lord of the gods, said burning books is the greatest sin. I, Cyrus, and my people, and my army will protect books and schools. They will fight whoever burns books and burns schools, the great sin. Cyrus the great Preface to the Second Edition The second edition of this book would not hav
- 문서명
- Theory of Applied Robotics - Reza N. Jazar
- 학교 / 강의
- Đại học Bách khoa Hà Nội · Robot công nghiệp
- 작성자 (문서 내)
- Reza N. Jazar
- 내용
- Đây là sách giáo khoa về Lý thuyết Robot học Ứng dụng, bao gồm Động học học, Động lực học và Điều khiển. Sách cung cấp kiến thức nền tảng cho sinh viên kỹ thuật để phân tích hệ thống robot bằng máy tính.
- 목차
- 4.1 Rigid Body Motion
- 4.2 Homogeneous Transformation
- 4.3 Inverse Homogeneous Transformation
- 4.4 Compound Homogeneous Transformation
- 4.5 F Screw Coordinates
- 4.6 F Inverse Screw
- 4.7 F Compound Screw Transformation
- 4.8 F The Plücker Line Coordinate
- 4.9 F The Geometry of Plane and Line
- 4.9.1 F Moment
- 4.9.2 F Angle and Distance
- 4.9.3 F Plane and Line
- 4.10 F Screw and Plücker Coordinate
- 4.11 Summary
- 4.12 Key Symbols
- Exercises
- 5.1 Denavit-Hartenberg Notation
- 5.2 Transformation Between Two Adjacent Coordinate Frames
- 5.3 Forward Position Kinematics of Robots
- 5.4 Spherical Wrist
- 5.5 Assembling Kinematics
- 5.6 F Coordinate Transformation Using Screws
- 5.7 F Non Denavit-Hartenberg Methods
- 5.8 Summary
- 5.9 Key Symbols
- Exercises
- 6.1 Decoupling Technique
- 6.2 Inverse Transformation Technique
- 6.3 F Iterative Technique
- 6.4 F Comparison of the Inverse Kinematics Techniques
- 6.4.1 F Existence and Uniqueness of Solution
- 6.4.2 F Inverse Kinematics Techniques
- 6.5 F Singular Configuration
- 6.6 Summary
- 6.7 Key Symbols
- Exercises
- 7.1 Angular Velocity Vector and Matrix
- 7.2 F Time Derivative and Coordinate Frames
- 7.3 Rigid Body Velocity
- 7.4 F Velocity Transformation Matrix
- 7.5 Derivative of a Homogeneous Transformation Matrix
- 7.6 Summary
- 7.7 Key Symbols
- Exercises
- 8.1 F Rigid Link Velocity
- 8.2 Forward Velocity Kinematics
- 8.3 Jacobian Generating Vectors
- 8.4 Inverse Velocity Kinematics
- 8.5 Summary
- 8.6 Key Symbols
- Exercises
- 9.1 Linear Algebraic Equations
- 9.2 Matrix Inversion
- xx i
- 10.1 Angular Acceleration Vector and Matrix
- 10.2 Rigid Body Acceleration
- 10.3 F Acceleration Transformation Matrix
- 10.4 Forward Acceleration Kinematics
- 10.5 Inverse Acceleration Kinematics
- 10.6 F Rigid Link Recursive Acceleration
- 10.7 Summary
- 10.8 Key Symbols
- Exercises
- 11.1 Force and Moment
- 11.2 Rigid Body Translational Kinetics
- 11.3 Rigid Body Rotational Kinetics
- 11.4 Mass Moment of Inertia Matrix
- 11.5 Lagrange’s Form of Newton’s Equations
- 11.6 Lagrangian Mechanics
- 11.7 Summary
- 11.8 Key Symbols
- Exercises
- 12.1 Rigid Link Newton-Euler Dynamics
- 12.2 F Recursive Newton-Euler Dynamics
- 12.3 Robot Lagrange Dynamics
- 12.4 F Lagrange Equations and Link Transformation Matrices
- 12.5 Robot Statics
- 12.6 Summary
- 12.7 Key Symbols
- Exercises
- 13.1 Cubic Path
- 13.2 Polynomial Path
- 13.9 Key Symbols Exercises xx i i
- 14.1 F Minimum Time and Bang-Bang Control
- 14.2 F Floating Time Method
- 14.3 F Time-Optimal Control for Robots
- 14.4 Summary
- 14.5 Key Symbols
- Exercises
- 15.1 Open and Closed-Loop Control
- 15.2 Computed Torque Control
- 15.3 Linear Control Technique
- 15.3.1 Proportional Control
- 15.3.2 Integral Control
- 15.3.3 Derivative Control
- 15.4 Sensing and Control
- 15.4.1 Position Sensors
- 15.4.2 Speed Sensors
- 15.4.3 Acceleration Sensors
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