US4677568A
Expired / Lapsed
US
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Process and system for programming robot movements
Assignee: Deutsches Zentrum für Luft- und Raumfahrt eV
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Filing: 1985-05-08
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Granted: 1987-06-30
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Expires: 2005-05-08
Abstract
Abstract There is provided a process and system for the memory-saving programming ofhe motional actions of a robot wherein a reference course is recorded first in the form of samples, which are then stored. For reducing the storage space, the recorded and stored samples are transformed into a Fourier matrix 0 C by means of a Fourier analysis. Said matrix is then filed in a memory. From this Fourier matrix 0 C, it is possible to derive Fourier matrices for courses with the same configuration, but with any desired position and orientation solely by a linear transformation of the coordinates in the form of a Fourier matrix 1 C. With the help of the dynamical model of the robot used, the derived Fourier matrix 1 C can be modified with adjustment to the desired speed, so as to compensate for the dynamical errors in the motional actions of the robot. For creating the course coordinates which the robot can then follow when performing its movements, the modified Fourier matrix C is subjected to a final Fourier synthesis with predetermination of an arc length (s) conforming to the desired course speed (v). In this way, not only is memory-saving programming achieved, but the dynamics of the robot can be compensated for within the spectral range irrespective of speed if the dynamics of the robot used can be represented by a transmission function.
Inventors
- 👤 Klaus Arbter
Bibliographic Details
Application Number
—
Jurisdiction
US
Data Source
google_patents
Last Synchronized
2026-10-28 11:41
CPC Classifications
G; G05; G05B; G05B19/00; G05B19/02; G05B19/42; G05B2219/00; G05B2219/30; G05B2219/34; G05B2219/34101
Claims Analysis
Total Claims: 4
Claim 1
Independent Claim
217 words
A process for the memory-saving programming of robot movements and for compensating dynamical errors of motion during the execution of robot movements, comprising the steps of: (a) recording and storing a reference course in the form of samples (x k for K=0, 1, 2 . . . up to K-1); (b) transforming said samples by a Fourier analysis into a Fourier matrix ( 0 C=(c n ,m) for n=1 to N (with N=3 for a curve in space) and m=0, 1, 2, . . . M), so as to reduce the storage space; (c) filing the resulting Fourier matrix ( 0 C) in a memory; (d) deriving Fourier matrices from the Fourier matrix ( 0 C) for courses having the same configuration, but any desired position and orientation, in the form of a Fourier matrix ( 1 C) by linear transformation of the coordinates; (e) modifying the Fourier matrix ( 1 C) with speed adjustment by utilization of the dynamical model (G(ω)) of the robot to a Fourier matrix (C), so as to compensate for the dynamical errors of motion of the robot; and (f) subjecting the Fourier matrix (C) to a Fourier synthesis with predetermination of an arc length (s) conforming to the desired course speed (v) so as to create the coordinates of the course.
Claim 2
Dependent Claim
217 words
A process for the memory-saving programming of robot movements and for compensating dynamical errors of motion during the execution of robot movements, comprising the steps of: (a) recording and storing a reference course in the form of samples (x k for K=0, 1, 2 . . . up to K-1); (b) transforming said samples by a Fourier analysis into a Fourier matrix ( 0 C=(c n ,m) for n=1 to N (with N=3 for a curve in space) and m=0, 1, 2, . . . M), so as to reduce the storage space; (c) filing the resulting Fourier matrix ( 0 C) in a memory; (d) deriving Fourier matrices from the Fourier matrix ( 0 C) for courses having the same configuration, but any desired position and orientation, in the form of a Fourier matrix ( 1 C) by linear transformation of the coordinates; (e) modifying the Fourier matrix ( 1 C) with speed adjustment by utilization of the dynamical model (G(ω)) of the robot to a Fourier matrix (C), so as to compensate for the dynamical errors of motion of the robot; and (f) subjecting the Fourier matrix (C) to a Fourier synthesis with predetermination of an arc length (s) conforming to the desired course speed (v) so as to create the coordinates of the course.
Claim 3
Independent Claim
244 words
A system for the storage space-saving programming of robot movements and for compensating dynamical errors of motion during the execution of robot movements, said system comprising: (a) a recording and storing means for recording and storing a reference course in the form of samples (x k for K=0, 1, 2 . . . up to K-1); (b) a first Fourier transformer for subjecting said samples to an analysis and transforming said scan values into a Fourier matrix ( 0 C=(c n ,m) for n=1 to N (with N=3 for a curve in space) and m=0, 1, 2, . . . M), for reducing the storage space thereof; (c) memory means for filing the resulting Fourier matrix ( 0 C); (d) a coordinate transformer means for deriving, by linear transformaion of the coordinates, Fourier matrices from the Fourier matrix ( 0 C) for courses having the same configuration, but any desired position and orientation, in the form of a Fourier matrix ( 1 C); (e) a dynamics compensator means for modifying the Fourier matrix ( 1 C) with speed adjustment by utilization of the dynamical model (G(ω)) of the robot to a Fourier matrix (C), so as to compensate for the dynamical errors of motion of the robot; and (f) a second Fourier transformer for subjecting the Fourier matrix (C) to a Fourier synthesis with predetermination of an arc length (s) conforming to the desired course speed (v) for creating the coordinates of the course.
Claim 4
Independent Claim
244 words
A system for the storage space-saving programming of robot movements and for compensating dynamical errors of motion during the execution of robot movements, said system comprising: (a) a recording and storing means for recording and storing a reference course in the form of samples (x k for K=0, 1, 2 . . . up to K-1); (b) a first Fourier transformer for subjecting said samples to an analysis and transforming said scan values into a Fourier matrix ( 0 C=(c n ,m) for n=1 to N (with N=3 for a curve in space) and m=0, 1, 2, . . . M), for reducing the storage space thereof; (c) memory means for filing the resulting Fourier matrix ( 0 C); (d) a coordinate transformer means for deriving, by linear transformaion of the coordinates, Fourier matrices from the Fourier matrix ( 0 C) for courses having the same configuration, but any desired position and orientation, in the form of a Fourier matrix ( 1 C); (e) a dynamics compensator means for modifying the Fourier matrix ( 1 C) with speed adjustment by utilization of the dynamical model (G(ω)) of the robot to a Fourier matrix (C), so as to compensate for the dynamical errors of motion of the robot; and (f) a second Fourier transformer for subjecting the Fourier matrix (C) to a Fourier synthesis with predetermination of an arc length (s) conforming to the desired course speed (v) for creating the coordinates of the course.
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USPTO Annuity & Maintenance Windows
| Annuity Stage | Window Opens | Payment Deadline | Surcharge Period Until | Estimated Fee | Status |
|---|---|---|---|---|---|
| 3.5 Years (Year 4) | 1990-06-29 | 1990-12-29 | 1991-06-30 | $2000.00 | Window Closed / Lapsed |
| 7.5 Years (Year 8) | 1994-06-29 | 1994-12-29 | 1995-06-30 | $3760.00 | Window Closed / Lapsed |
| 11.5 Years (Year 12) | 1998-06-29 | 1998-12-29 | 1999-06-30 | $7700.00 | Window Closed / Lapsed |