May 16, 2023 13:42
12 mos ago
19 viewers *
French term
à l’espace articulaire
French to English
Tech/Engineering
Electronics / Elect Eng
Robotic commands
Context:
-composant 104 de génération de trajectoire, configurable pour générer une trajectoire cartésienne ou articulaire, i.e. qui génère la trajectoire cartésienne que doit suivre l’extrémité du robot dans l’espace, ou la trajectoire articulaire que doit suivre chaque articulation du robot, à partir d’un ou plusieurs points de destination fournis par l’utilisateur ;
-composant 106 de conversion de l’espace cartésien à l’espace articulaire, également appelé module MGI pour modèle géométrique inverse ;
An editing task in which this has been variously translated as joint or articular
-trajectory generation component 104, configurable to generate a Cartesian or articular trajectory, i.e. which generates the Cartesian trajectory to be followed by the end of the robot in space, or the articular trajectory to be followed by each joint of the robot, from one or more destination points provided by the user;
-component 106 for conversion from Cartesian space to articular space IGM,
I would like confirmation about articular as oposed to joint.
TIA Chris.
-composant 104 de génération de trajectoire, configurable pour générer une trajectoire cartésienne ou articulaire, i.e. qui génère la trajectoire cartésienne que doit suivre l’extrémité du robot dans l’espace, ou la trajectoire articulaire que doit suivre chaque articulation du robot, à partir d’un ou plusieurs points de destination fournis par l’utilisateur ;
-composant 106 de conversion de l’espace cartésien à l’espace articulaire, également appelé module MGI pour modèle géométrique inverse ;
An editing task in which this has been variously translated as joint or articular
-trajectory generation component 104, configurable to generate a Cartesian or articular trajectory, i.e. which generates the Cartesian trajectory to be followed by the end of the robot in space, or the articular trajectory to be followed by each joint of the robot, from one or more destination points provided by the user;
-component 106 for conversion from Cartesian space to articular space IGM,
I would like confirmation about articular as oposed to joint.
TIA Chris.
Proposed translations
(English)
| 4 | articular space |
Daryo
|
References
| Here = joint space |
liz askew
|
Proposed translations
6 hrs
French term (edited):
l’espace articulaire
Selected
articular space
"l’espace articulaire" is the "(3-dimensional) space" covered by the movement of the articulated robotic arm, with its own "coordinate system" (thus the need for: "-composant 106 de conversion de l’espace cartésien à l’espace articulaire, également appelé module MGI pour modèle géométrique inverse")
You can also find the ambiguous "joint space" - the meaning seems to be exactly the same - so better stick to only one term consistently.
You can also find the ambiguous "joint space" - the meaning seems to be exactly the same - so better stick to only one term consistently.
4 KudoZ points awarded for this answer.
Comment: "Thank you"
Reference comments
1 day 20 hrs
Reference:
Here = joint space
http://motion.cs.illinois.edu/RoboticSystems/RobotControl.ht...
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Note added at 1 jour 20 heures (2023-05-18 10:34:02 GMT)
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It is often desired to control the end effector of an articulated robot more accurately in Cartesian space than in joint space. Operational space control is a
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Note added at 1 jour 20 heures (2023-05-18 10:35:35 GMT)
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and here:
http://www.cs.columbia.edu/~allen/F15/NOTES/trajectory.pdf
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Note added at 1 jour 20 heures (2023-05-18 10:36:02 GMT)
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2 Joint Space Trajectories
• PRO: Actual control of the robot occurs in joint space
• PRO: Simpler to plan trajectories in real-time; less computation
• PRO: No problem with singularities
• CON: Actual robot position is sometimes unclear, particularly in presence of known obstacles (e.g. is the
robot below or above the work table?)
3 Cartesian Space Trajectories
• PRO: Path we desire is usually a Cartesian path - how we reason about 3-space
--------------------------------------------------
Note added at 1 jour 20 heures (2023-05-18 10:38:00 GMT)
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and here
https://ieeexplore.ieee.org/document/6907291
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Note added at 1 jour 20 heures (2023-05-18 10:38:22 GMT)
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Abstract:
Dynamic movement primitives (DMPs) were proposed as an efficient way for learning and control of complex robot behaviors. They can be used to represent point-to-point and periodic movements and can be applied in Cartesian or in joint space.
--------------------------------------------------
Note added at 1 jour 20 heures (2023-05-18 10:34:02 GMT)
--------------------------------------------------
It is often desired to control the end effector of an articulated robot more accurately in Cartesian space than in joint space. Operational space control is a
--------------------------------------------------
Note added at 1 jour 20 heures (2023-05-18 10:35:35 GMT)
--------------------------------------------------
and here:
http://www.cs.columbia.edu/~allen/F15/NOTES/trajectory.pdf
--------------------------------------------------
Note added at 1 jour 20 heures (2023-05-18 10:36:02 GMT)
--------------------------------------------------
2 Joint Space Trajectories
• PRO: Actual control of the robot occurs in joint space
• PRO: Simpler to plan trajectories in real-time; less computation
• PRO: No problem with singularities
• CON: Actual robot position is sometimes unclear, particularly in presence of known obstacles (e.g. is the
robot below or above the work table?)
3 Cartesian Space Trajectories
• PRO: Path we desire is usually a Cartesian path - how we reason about 3-space
--------------------------------------------------
Note added at 1 jour 20 heures (2023-05-18 10:38:00 GMT)
--------------------------------------------------
and here
https://ieeexplore.ieee.org/document/6907291
--------------------------------------------------
Note added at 1 jour 20 heures (2023-05-18 10:38:22 GMT)
--------------------------------------------------
Abstract:
Dynamic movement primitives (DMPs) were proposed as an efficient way for learning and control of complex robot behaviors. They can be used to represent point-to-point and periodic movements and can be applied in Cartesian or in joint space.
Discussion
Chris.
'Articular' seems the obvious choice, and the translator has got it right.