ALIGNING TWO ROBOT ARMS RELATIVE TO ONE ANOTHER
20220097233 · 2022-03-31
Inventors
- Daniel Wahrmann LOCKHART (München, DE)
- Andreas Spenninger (Karlsfeld, DE)
- Mohamadreza Sabaghian (München, DE)
- Christoph JÄHNE (München, DE)
- Zheng QU (Augsburg, DE)
- Thore GOLL (München, DE)
- Ahmed WAFIK (München, DE)
- Benjamin LOINGER (München, DE)
- Christoph KUGLER (München, DE)
- Carles CALAFELL GARCIA (München, DE)
Cpc classification
B25J9/1682
PERFORMING OPERATIONS; TRANSPORTING
G05B2219/39124
PHYSICS
B25J9/1676
PERFORMING OPERATIONS; TRANSPORTING
B25J9/1605
PERFORMING OPERATIONS; TRANSPORTING
International classification
Abstract
A simulation method of specifying a relative position between a first base of a first robot manipulator and a second base of a second robot manipulator, including: determining a first working area of the first robot manipulator, wherein the first working area determines a finite plurality of tuples from possible positions of the first end effector and possible orientations of the first end effector in respective positions of the first end effector; determining, for each of a specified plurality of possible relative positions between the first base and the second base, a number of the tuples from the first working area as evaluation variables, for which a second end effector is capable of being positioned in a predefined orientation and/or at a predefined distance relative to the first end effector; and determining and outputting the relative position between the first base and the second base with a highest evaluation variable.
Claims
1. A simulation method of specifying a relative position between a first base of a first robot manipulator and a second base of a second robot manipulator, the simulation method comprising: determining a first working area of the first robot manipulator, wherein the first working area determines a finite plurality of tuples from possible positions of a first end effector and possible orientations of the first end effector at respective positions of the first end effector; determining, for each of a specified plurality of possible relative positions between the first base and the second base, a number of the tuples from the first working area as evaluation variables for which a second end effector of the second robot manipulator is capable of being positioned in a predefined orientation and/or at a predefined distance relative to the first end effector; and determining and outputting the relative position between the first base and the second base with a highest evaluation variable.
2. The simulation method according to claim 1, wherein the method comprises: using the simulation method to specify a relative position and a relative orientation between the first base of the first robot manipulator and the second base of the second robot manipulator; determining an evaluation variable for each of a specified plurality of possible relative positions and possible relative orientations between the first base and the second base; and determining and outputting the relative position and relative orientation between the first base and the second base with a highest evaluation variable.
3. The simulation method according to claim 1, wherein, in determining the evaluation variable, the method comprises making a check to determine whether a collision occurs between the first robot manipulator and the second robot manipulator.
4. The simulation method according to claim 2, wherein the method comprises predetermining the possible relative orientations and/or the possible relative positions between the first base and the second base from the specified plurality in a grid.
5. The simulation method according to claim 2, wherein the method comprises specifying the possible relative orientations and/or the possible relative positions between the first base and the second base from a given plurality by constrained nonlinear optimization.
6. The simulation method according to claim 5, wherein the method comprises: determining a second working area of the second robot manipulator, wherein the second working area determines a finite plurality of tuples from possible positions of the second end effector and possible orientations of the second end effector at respective positions of the second end effector; and determining a constraint of the constrained nonlinear optimization based on an intersection of the first working area of the first robot manipulator and the second working area of the second robot manipulator.
7. The simulation method according to claim 1, wherein the method comprises defining the predefined orientation of the second end effector relative to the first end effector by a half rotation about a reference point of the first end effector, such that the first end effector and the second end effector point symmetrically to each other.
8. A simulation computing unit to specify a relative position between a first base of a first robot manipulator and a second base of a second robot manipulator, wherein the simulation computing unit is configured to: determine a first working area of the first robot manipulator, wherein the first working area specifies a finite plurality of tuples of possible positions of a first end effector and possible orientations of the first end effector at respective positions of the first end effector; determine for each of a specified plurality of possible relative positions between the first base and the second base, a number of the tuples from the first working area as evaluation variables for which a second end effector of the second robot manipulator is capable of being positioned in a predefined orientation and/or at a predefined distance, in each case relative to the first end effector; and determine and output the relative position between the first base and the second base with a highest evaluation variable.
9. The simulation computing unit according to claim 8, wherein the simulation computing unit is configured to: be used to specify a relative position and a relative orientation between the first base of the first robot manipulator and the second base of the second robot manipulator determine an evaluation variable for each of a specified plurality of possible relative positions and possible relative orientations between the first base and the second base; and determine and output the relative position and relative orientation between the first base and the second base having a highest evaluation variable.
10. The simulation computing unit according to claim 8, wherein the simulation computing unit is a control unit of the first robot manipulator.
11. The simulation computing unit according to claim 8, wherein, in determining the evaluation variable, the simulation computing unit is configured to make a check to determine whether a collision occurs between the first robot manipulator and the second robot manipulator.
12. The simulation computing unit according to claim 9, wherein the simulation computing unit is configured to predetermine the possible relative orientations and/or the possible relative positions between the first base and the second base from the specified plurality in a grid.
13. The simulation computing unit according to claim 9, wherein the simulation computing unit is configured to specify the possible relative orientations and/or the possible relative positions between the first base and the second base from a given plurality by constrained nonlinear optimization.
14. The simulation computing unit according to claim 13, wherein the simulation computing unit is configured to: determine a second working area of the second robot manipulator, wherein the second working area determines a finite plurality of tuples from possible positions of the second end effector and possible orientations of the second end effector at respective positions of the second end effector; and determine a constraint of the constrained nonlinear optimization based on an intersection of the first working area of the first robot manipulator and the second working area of the second robot manipulator.
15. The simulation computing unit according to claim 8, wherein the simulation computing unit is configured to define the predefined orientation of the second end effector relative to the first end effector by a half rotation about a reference point of the first end effector, such that the first end effector and the second end effector point symmetrically to each other.
Description
BRIEF DESCRIPTION OF THE DRAWINGS
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[0035] The representations in the figures are schematic and not to scale.
DETAILED DESCRIPTION
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[0041] Although the invention has been further illustrated and explained in detail by preferred embodiments, the invention is not limited by the disclosed examples, and other variations may be derived therefrom by those skilled in the art without departing from the scope of protection of the invention. It is therefore clear that a wide variety of possible variations exist. It is also clear that example embodiments mentioned are really only examples, which are not to be understood in any way as limiting, for example, the scope of protection, the possible applications, or the configuration of the invention. Rather, the foregoing description and the figure description enable the person skilled in the art to implement the example embodiments in a specific manner, whereby a person skilled in the art, being aware of the disclosed idea of the invention, can make a variety of changes, for example with respect to the function or the arrangement of individual elements mentioned in an example embodiment, without leaving the scope of protection defined by the claims and their legal equivalents, such as further explanations in the description.
LIST OF REFERENCE NUMERALS
[0042] 10 first robot manipulator [0043] 11 first base [0044] 12 first end effector [0045] 20 second robot manipulator [0046] 21 second base [0047] 22 second end effector [0048] 30 simulation computing unit [0049] H1 Determine [0050] H2 Determine [0051] H3 Determine and output