13:42 May 16, 2023 |
French to English translations [PRO] Tech/Engineering - Electronics / Elect Eng / Robotic commands | |||||||
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| Selected response from: Daryo United Kingdom Local time: 14:38 | ||||||
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Summary of answers provided | ||||
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4 | articular space |
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Summary of reference entries provided | |||
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Here = joint space |
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Discussion entries: 4 | |
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l’espace articulaire articular space Explanation: "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. |
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1 day 20 hrs |
Reference: Here = joint space Reference information: http://motion.cs.illinois.edu/RoboticSystems/RobotControl.ht... -------------------------------------------------- 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. |
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