Beanbag Robotics: Robotic Swarms with 1-DoF Units

Author(s):  
David M. M. Kriesel ◽  
Eugene Cheung ◽  
Metin Sitti ◽  
Hod Lipson
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Author(s):  
Alessio Lomuscio ◽  
Edoardo Pirovano

We present a method for reasoning about fault-tolerance in unbounded robotic swarms. We introduce a novel semantics that accounts for the probabilistic nature of both the swarm and possible malfunctions, as well as the unbounded nature of swarm systems. We define and interpret a variant of probabilistic linear-time temporal logic on the resulting executions, including those arising from faulty behaviour by some of the agents in the swarm. We specify the decision problem of parameterised fault-tolerance, which concerns determining whether a probabilistic specification holds under possibly faulty behaviour. We outline a verification procedure that we implement and use to study a foraging protocol from swarm robotics, and report the experimental results obtained.


Author(s):  
Victoria Edwards ◽  
Paulo Rezeck ◽  
Luiz Chaimowicz ◽  
M. Ani Hsieh

The division of labor amongst a heterogeneous swarm of robots increases the range and sophistication of the tasks the swarm can accomplish. To efficiently execute a task the swarm of robots must have some starting organization. Over the past decade segregation of robotic swarms has grown as a field of research drawing inspiration from natural phenomena such as cellular segregation. A variety of different approaches have been undertaken to devise control methods to organize a heterogeneous swarm of robots. In this work, we present a convex optimization approach to segregate a heterogeneous swarm into a set of homogeneous collectives. We present theoretical results that show our approach is guaranteed to achieve complete segregation and validate our strategy in simulation and experiments.


2019 ◽  
Vol 15 (1) ◽  
pp. 23-30 ◽  
Author(s):  
Georges El-Howayek ◽  
Adam Morrison ◽  
Sami Khorbotly

Author(s):  
Jorge Pena Queralta ◽  
Li Qingqing ◽  
Tuan Nguyen Gia ◽  
Hong-Linh Truong ◽  
Tomi Westerlund
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