Qi Sun
McGill University
5 Papers
5 Citations
Qi Sun is an academic researcher from McGill University. The author has contributed to research in topics: Cartesian coordinate system & Inertia. The author has an hindex of 2, co-authored 5 publications.
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Papers
Receding-Horizon Vision Guidance with Smooth Trajectory Blending in the Field of View of Mobile Robots
TL;DR: A multi-loop receding-horizon control framework, including path tracking, robot control, and drive control, is proposed in this paper and the results of numerical simulation show the effectiveness of this approach.
6
Elastostatics of a Full-Mobility PKM with Flexible Links
Qi Sun,Jorge Angeles,James Richard Forbes +2 more
- 01 Jan 2019
TL;DR: The subject of this paper is the elastostatics of a novel three-limb, full-mobility parallel-kinematics machine (PKM) with flexible links, dubbed the SDelta robot, and the posture-dependent Cartesian stiffness matrix is derived.
4
Dynamics Modeling and Validation of a 3-PRR Planar Parallel Robot
Qi Sun,Jorge Angeles,James Richard Forbes +2 more
- 01 Sep 2020
TL;DR: A systematic and effective approach to the formulation of the dynamics of a planar parallel robot is proposed, based on the concept of the natural orthogonal complement (NOC), which shows that the approach is suitabl e for the dynamics simulation and real-time control of the robot of interest.
1
Cartesian Elastodynamics Model of a Full-Mobility PKM with Flexible Links
Qi Sun,Jorge Angeles,James Richard Forbes +2 more
- 07 Sep 2020
TL;DR: In this paper, a three-limb, full-mobility parallel-kinematics machine (PKM) with flexible links is proposed for high-frequency, small-amplitude operations.
The Cartesian elastodynamics linear model of mechanical systems with flexible links
TL;DR: In this article, the linearized Cartesian elastodynamics model of mechanical systems with flexible links is introduced to simplify its counterpart n -dof generalized model, where stiffness is represented by means of Loncaric's 6 × 6 Cartesian stiffness matrix (CSM), the inertia by what von Mises termed the inertia dyad, and the Cartesian frequency matrix (CFM) is defined as a congruent transformation of its stiffness counterpart, the transformation matrix being the inverse of the positive-definite CMM.