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9780792363088

Parallel Robots

by
  • ISBN13:

    9780792363088

  • ISBN10:

    0792363086

  • Format: Hardcover
  • Copyright: 2000-07-01
  • Publisher: Kluwer Academic Pub
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Summary

Parallel robots are closed-loop mechanisms presenting very good performances in terms of accuracy, rigidity and ability to manipulate large loads. Parallel robots have been used in a large number of applications ranging from astronomy to flight simulators and are becoming increasingly popular in the field of machine-tool industry. This book presents a complete synthesis of the latest results on the possible mechanical architectures, analysis and synthesis of this type of mechanism. It is intended to be used by students (with over 100 exercises and numerous Internet addresses), researchers (with over 500 references and anonymous ftp access to the code of some algorithms presented in this book) and engineers (for which practical results and applications are presented).

Table of Contents

Preface xiii
Notation xv
Introduction
1(14)
Characteristics of classical robots
1(3)
Other types of architecture
4(4)
Needs for robotics
8(1)
Parallel robots: definition
8(4)
Generalized parallel manipulators: definition
9(1)
Parallel manipulators
9(1)
Fully parallel manipulators
9(1)
Fully parallel manipulators: analysis
10(1)
Planar robots
10(1)
General case
11(1)
Contents
12(1)
Exercises
13(2)
Architectures
15(50)
Introduction
15(1)
Planar robots
15(3)
2 dof manipulators
15(2)
3 dof manipulators
17(1)
Spatial motion robots
18(32)
Joints
19(1)
Actuators
19(1)
Classification of parallel robots
20(1)
Synthesis of architectures
21(1)
Generator combinations and intersections
21(1)
Motion group generator
22(1)
3 dof manipulators
22(1)
Translation manipulators
23(4)
Orientation manipulators
27(3)
Complex degrees of freedom manipulators
30(4)
4 dof manipulators
34(1)
5 dof manipulators
34(2)
6 dof manipulators
36(1)
RRPS chain robot
36(4)
PRRS chain robots
40(2)
RRRS chain robots
42(1)
Exotic chain robots
43(5)
Decoupled robots
48(2)
Articulated truss
50(2)
Examples of applications
52(9)
Spatial applications
52(2)
Medical applications
54(1)
Industrial applications
54(2)
Joysticks
56(1)
Simulators
57(2)
Special applications
59(2)
Notion of standard manipulators
61(1)
Exercises
62(3)
Jacobian and inverse kinematics
65(26)
Inverse kinematics
65(9)
General method
65(1)
Planar manipulators
66(1)
RRPS manipulators
67(1)
PRRS manipulators
68(1)
RRRS manipulators
69(1)
Spherical manipulators
70(1)
Extrema of the articular coordinates
71(1)
Extrema for a cartesian box
71(1)
Extrema for a sphere
72(1)
Extrema for any space
72(1)
Exact and approximate computation
73(1)
Inverse jacobian matrix
74(8)
Euler angles inverse jacobian
75(1)
Example: RRPS manipulators
75(1)
Inverse kinematic jacobian
76(1)
Example: RRPS manipulators
77(1)
Example: PRRS manipulators
78(1)
Example: RRRS manipulators
79(1)
Other example
79(1)
Isotropy
80(2)
Jacobian matrix
82(1)
Direct calculation of the Jacobian
82(1)
Jacobian matrix and intrnal sensors
83(2)
Practical examples
84(1)
Calibration
85(3)
Exercises
88(3)
Direct kinematics
91(58)
Planar mechanism
91(7)
The 4-bar mechanism
91(1)
Coupler curve and circularity
92(1)
Direct kinematics of the 3-RPR robot
93(1)
Assembly modes
94(1)
Polynomial direct kinematics
94(2)
Particular cases
96(1)
Other planar robots
97(1)
Mechanisms for translations in space
98(1)
Spherical mechanisms
98(2)
6 degrees of freedom mechanisms
100(19)
Example of analysis: the TSSM
100(1)
Upper bound on the number of assembly modes
100(2)
Polynomial formulation
102(2)
Example of TSSM with 16 assembly modes
104(2)
Analysis of other space mechanisms
106(1)
MSSM
107(1)
Active wrist
108(1)
Stewart platform
109(1)
3 degrees of freedom wrist
110(3)
Main results
113(1)
6-5 manipulators
113(1)
6-4 manipulators
114(1)
6-3 manipulators
115(1)
5-5 manipulators
115(1)
5-4 manipulators
115(2)
4-4 manipulators
117(1)
Manipulators with 5 aligned points
118(1)
Manipulators PPP-3S,PRR-3S,PPR-3S
118(1)
Nair systematic method
119(7)
Principle of the method
119(1)
The linear system
120(1)
Closure equations
121(1)
Resolution
121(1)
Example: wrist with 3 degrees of freedom
122(2)
Results of Nair's method
124(1)
9 link manipulators
124(1)
7 and 8 link manipulators
125(1)
R-R manipulators
125(1)
Conclusion
126(1)
Case of the general robot
126(4)
The SSM
126(1)
Maximum number of assembly modes
126(1)
Determination of the solutions
127(1)
General robots
128(1)
Maximum number of assembly modes
128(1)
Determination of the solutions
128(2)
Summary of results and conclusion
130(3)
Fast numerical methods
133(7)
Iterative methods
133(4)
Methods efficiency and computation time
137(1)
Convergence of the iterative methods
137(3)
Drawbacks of iterative methods and real-time issues
140(1)
Direct kinematics with extra sensors
140(4)
Type and location of the extra sensors
141(1)
Maximal number of sensors
141(1)
Addition of angular sensors
142(1)
Addition of linear sensors
142(1)
Relationship between sensors accuracy and pose accuracy
142(2)
Conclusions
144(1)
Exercises
145(4)
Singular configurations
149(34)
Introduction
149(2)
Singularities and velocity
149(1)
Singularities and statics
150(1)
Singularities and kinematics
150(1)
State of the art
151(1)
Grassmann geometry
152(18)
Variety and geometry
153(2)
Principle governing the search of singularities
155(1)
Analytical examples
155(1)
Planar manipulator
155(2)
MSSM
157(9)
Analysis of other spatial manipulators
166(2)
TSSM
168(1)
3 dof wrist
168(2)
INRIA active wrist
170(1)
Degrees of freedom associated with singularities
170(4)
Example: the MSSM
171(1)
Type 3d configuration
171(1)
Type 5a configuration
172(2)
Type 5b configuration
174(1)
Manipulability and condition number
174(3)
Practical search for singularities
177(3)
Semi-jacobian method
178(1)
Singularity in a cartesian box
178(2)
Singularities in an articular workspace
180(1)
Mechanisms in permanent singularity
180(1)
Singularity-free path-planning
180(1)
Exercises
181(2)
Workspace
183(50)
Workspace limits and representation
183(5)
The different types of workspaces
183(1)
State of the art
184(4)
Calculation of the constant orientation workspace
188(1)
Planar manipulator
189(10)
Constant orientation workspace
189(1)
Articular coordinates limits
190(1)
Mechanical limits on the passive joints
190(1)
Orientation workspace
191(1)
Dextrous workspace
192(1)
Maximal workspace
192(4)
Inclusive orientation workspace
196(1)
Total orientation workspace
197(2)
6 dof manipulators
199(19)
Cross-sections of the constant orientation workspace
199(2)
3D constant orientation workspace
201(2)
Workspace area and volume
203(1)
Mechanical limits on the joints
204(5)
Interference between links
209(1)
Orientation workspace
210(2)
Dextrous workspace
212(2)
Maximal workspace
214(2)
Comparison between architectures
216(2)
Trajectory checking
218(6)
Constant orientation trajectory
218(1)
Limits on the link lengths
219(1)
Mechanical limits on the joints
220(1)
Computation time
220(2)
Non constant orientation trajectory
222(1)
Articular coordinates limits
222(1)
Computation time and example
223(1)
Path-planning
224(6)
Introduction
224(1)
Path-planning in a plane
224(1)
Path-Planning with tiling
224(1)
Path-planning with visibility graph
225(1)
Path-planning in space with tiling
226(1)
Path-planning for planar robots
227(3)
Exercises
230(3)
Velocity and Acceleration
233(14)
Relations between the articular velocities and the generalized velocities
233(1)
Determination of the articular velocities
233(1)
Determination of the twist
233(1)
Extrema of the generalized velocities
234(5)
Extrema of the generalized velocities in a pose
234(2)
Minimum of the cartesian velocity in a translation workspace
236(3)
Extrema of the articular velocities in a translation workspace
239(4)
Particular case
241(1)
Determination of the motion of the passive joints
242(1)
Accelerations
243(1)
General robot
243(1)
Active wrist
244(1)
Conclusion
244(1)
Exercises
245(2)
Static analysis
247(22)
Relations between generalized and articular forces
247(1)
Fundamental relations
247(1)
Determination of the generalized forces
247(1)
Determination of the articular forces
247(1)
Articular forces and maximal generalized forces
248(7)
Maximal articular forces in a pose
248(1)
Maximal articular forces in a translation workspace
249(1)
Extrema on a line segment
250(1)
Extrema for an horizontal rectangle
251(1)
Extrema for a cartesian box
252(1)
Maximal generalized forces in a pose
253(1)
Maximal generalized forces in the workspace
254(1)
Parallel robots as force sensors
255(1)
Stiffness and compliance
256(8)
Stiffness matrix of a parallel robot
256(1)
Elastic model
256(2)
Beam model
258(1)
Passive compliance
258(1)
Stiffness maps
259(1)
Iso-stiffness maps
260(1)
Iso-stiffness of the general robot
260(3)
Iso-stiffness of the active wrist
263(1)
Extrema of the stiffnesses in a workspace
264(2)
Extrema on a line segment
264(1)
Extrema on a rectangle
264(1)
Extrema in a cartesian box
265(1)
Balancing
266(1)
Exercises
266(3)
Dynamics
269(14)
Introduction
269(2)
MSSM inverse dynamics
271(2)
SSM dynamics
273(4)
Hypothesis and notation
273(1)
Algorithm principle
274(3)
Active wrist dynamics
277(1)
Computation time
278(1)
Examples
278(3)
Inverse dynamics
279(1)
Direct dynamics
279(2)
Exercises
281(2)
Design
283(18)
Introduction
283(4)
Design method
287(13)
Reduction of the parameters
288(1)
Restriction of the search space
289(1)
Restriction via the workspace
289(2)
Restriction via the articular velocities
291(2)
Search for the optimal robot
293(3)
Design examples
296(1)
HFM2 robot
296(2)
HDM1 robot
298(2)
Exercises
300(1)
Conclusion
301(4)
WEB adresses 305(4)
Index 309(18)
References 327

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