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Introduction to Robotics: Analysis, Control, Applications 2nd Edition Saeed B. Niku Chapter 03
Chapter 1 Introduction to Robotics: Analysis, Control, Applications 2nd Edition Saeed B. Niku Mechatronics
Introduction to Robotics: Analysis, Control, Applications 2nd Edition Saeed B. Niku Chapter 05
Introduction to Robotics: Analysis, Control, Applications 2nd Edition Saeed B. Niku Chapter 04
Chapter 1 Introduction to Robotics: Analysis, Control, Applications 2nd Edition Saeed B. Niku Mechatronics
Introduction to Robotics: Analysis, Control, Applications 2nd Edition Saeed B. Niku Chapter 03
Introduction to Robotics: Analysis, Control, Applications 2nd Edition Saeed B. Niku Chapter 02
Introduction to Robotics Analysis, Systems, Applications Saeed B. Niku Mechanical Engineering Department California Polytechnic State University San Luis Obispo
2.1. Introduction 29 2.2. Robots as Mechanisms 29 2.3. Matrix Representation 31 2.3.1. Representation of a point in space 31 2.3.2. Representation of a vector in space 32 2.3.3. Representation of a frame at the origin of a reference frame 33 2.3.4. Representation of a frame in a reference frame 34 2.3.5. Representation of a Rigid Body 35 2.4.
Homogeneous Transformation Matrices
38
2.5.
Representation of Transformations 38 2.5.7. Representation of a pure translation 39 2.5.2. Representation of a pure rotation about an axis 40 2.5.3. Representation of combined transformations 43 2.5.4. Transformations relative to the rotating 46
2.6.
Inverse of Transformation Matrices
2.7.
Forward and Inverse Kinematics of Robots 53 2.7.1. Forward and Inverse Kinematic Equations for Position 54 2.7.2. Forward and Inverse Kinematic Equations for Orientation 59 2.7.3. Forward and Inverse Kinematic Equations for Position and Orientation 67
2.8.
Denavit-Hartenberg Representation of Forward Kinematic Equations of Robots 67
2.9.
The Inverse Kinematic Solution of Robots
48
2.10. Inverse Kinematic Programming of Robots 2.11. Degeneracy and Dexterity
76 80
82
2.12. The Fundamental Problem with the Denavit-Hartenberg Representation 83 2.13. Design Project 1: A three-degree-of-freedom Robot 2.14. Summary References Problems
86 87 88
85
Contents 3
Differential Motions and Velocities
ix 95
3.1.
Introduction
95
3.2.
Differential Relationships
3.3.
Jacobian
3.4.
Differential Motions of a Frame 99 3.4.1. Differential Translations 100 3.4.2. Differential Rotations 100 3.4.3. Differential Rotation about a general axis k 101
95
97
3.4.4. Differential Transformations of a Frame 102 3.5.
Interpretation of the Differential Change
3.6.
Differential Changes Between Frames
3.7.
Differential Motions of a Robot and Its Hand Frame
3.8.
Calculation of the Jacobian
3.9.
How to Relate the Jacobian and the Differential Operator
Dynamic Equations for Multiple-Degree-of-Freedom Robots 4.4.1. Kinetic Energy 128 4.4.2. Potential Energy 132 4.4.3. The Lagrangian 133 4.4.4. Robot's Equations of Motion 133
4.5.
Static Force Analysis of Robots
4.6.
Transformation of Forces and Moments Between Coordinate Frames 141
Third-Order Polynomial Trajectory Planning 154 Fifth-Order Polynomial Trajectory Planning 157 Linear Segments with Parabolic Blends 157 Linear Segments with Parabolic Blends and Via Points Higher Order Trajectories 161
8.1. Introduction 248 8.2. Image Processing versus Image Analysis 248 8.3. Two- and Three-Dimensional Image Types 249 8.4. ' What is an Image 249 8.5. Acquisition of Images 250 5.5.7. Vidicon Camera 250 8.5.2. Digital Camera 252 8.6. Digital Images 254 8.7. Frequency Domain vs. Spatial Domain 254 8.8. Fourier Transform of a Signal and its Frequency Content 255 8.9. Frequency Content of an Image; Noise, Edges 257 8.10. Spatial Domain Operations: Convolution Mask 259 8.11. Sampling and Quantization 262 8.12. Sampling Theorem 263 8.13. Image-Processing Techniques 267