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Control barrier functions with circulation inequalities
Control barrier functions (CBFs) when paired with quadratic programming (QP) offer an
increasingly popular framework for control considering critical safety constraints. However …
increasingly popular framework for control considering critical safety constraints. However …
Hybrid trajectory planning of two permanent magnets for medical robotic applications
Independent robotic manipulation of two large permanent magnets, in the form of the dual
External Permanent Magnet (dEPM) system has demonstrated the possibility for enhanced …
External Permanent Magnet (dEPM) system has demonstrated the possibility for enhanced …
Informed circular fields for global reactive obstacle avoidance of robotic manipulators
In this paper a global reactive motion planning framework for robotic manipulators in
complex dynamic environments is presented. In particular, the circular field predictions …
complex dynamic environments is presented. In particular, the circular field predictions …
Motion planning using reactive circular fields: A 2-d analysis of collision avoidance and goal convergence
Recently, many reactive trajectory planning approaches were suggested in the literature
because of their inherent immediate adaption in the ever more demanding cluttered and …
because of their inherent immediate adaption in the ever more demanding cluttered and …
Using circulation to mitigate spurious equilibria in control barrier function
Control Barrier Functions and Quadratic Programming are increasingly used for designing
controllers that consider critical safety constraints. However, like Artificial Potential Fields …
controllers that consider critical safety constraints. However, like Artificial Potential Fields …
Informed circular fields: a global reactive obstacle avoidance framework for robotic manipulators
In this paper, we present a global reactive motion planning framework designed for robotic
manipulators navigating in complex dynamic environments. Utilizing local minima-free …
manipulators navigating in complex dynamic environments. Utilizing local minima-free …
Using Circulation to Mitigate Spurious Equilibria in Control Barrier Function--Extended Version
Control Barrier Functions and Quadratic Programming are increasingly used for designing
controllers that consider critical safety constraints. However, like Artificial Potential Fields …
controllers that consider critical safety constraints. However, like Artificial Potential Fields …
A Review on Deformable Voronoi Diagrams for Robot Path Planning in Dynamic Environments
Route planning for mobile robots presents a complex challenge, mainly when designing
pathways in dynamic environments. This complexity arises from the robot's need to balance …
pathways in dynamic environments. This complexity arises from the robot's need to balance …
Optimal Control of Nonholonomic Systems via Magnetic Fields
Geometric optimal control utilizes tools from differential geometry to analyze the structure of
a problem to determine the control and state trajectories to reach a desired outcome while …
a problem to determine the control and state trajectories to reach a desired outcome while …