“Limit Cycle Walking ” is a relatively new paradigm for the design and control of two-legged walking robots. It states that achieving sta-ble periodic gait is possible without locally stabilizing the walking trajectory at every instant in time, as is traditionally done in most walking robots. Well-known examples of Limit Cycle Walkers are the Passive Dynamic Walkers, but recently there are also many actuated Limit Cycle Walkers. Limit Cycle Walkers generally use less energy than other existing bipeds, but thus far they have not been as ver-satile. This paper focuses on one aspect of versatility: walking speed. We study how walking speed can be varied, which way is energetically beneficial and how walking speed affects a walker’s ability to ...
A companion paper has addressed the problem of designing controllers that induce exponentially stabl...
A biped dynamic walker with two legs and two feet capable of walking in double support phase and all...
This paper addresses some performance limits of the kneed and non-kneed passive-dynamic walking mach...
Even though bipedal walking robots have been studied for decades, they still suffer from poor energy...
Even though bipedal walking robots have been studied for decades, they still suffer from poor ener...
Even though bipedal walking robots have been studied for decades, they still suffer from poor ener...
Even though bipedal walking robots have been studied for decades, they still suffer from poor ener...
Limit cycle walkers are bipeds that exhibit a stable cyclic gaitwithout requiring local controllabil...
Abstract—Limit cycle walkers are bipeds that exhibit a stable cyclic gait without requiring local co...
In this paper, we investigate dynamic walking as a convergence to the system's own limit cycles...
This work explores regulation of forward speed, step length, and slope walking for the passive-dynam...
Within the field of humanoid robotics, stability and robustness during gait is a reoccurring challen...
robots removes the constraint of dynamic balance at every instance during gait. We hypothesize that ...
Limit cycle walkers (LCWs) are biped robots that exhibit a stable cyclic gait without requiring loca...
Bipedal locomotion may occur over imperfect surfaces with bumps or other features that disrupt stead...
A companion paper has addressed the problem of designing controllers that induce exponentially stabl...
A biped dynamic walker with two legs and two feet capable of walking in double support phase and all...
This paper addresses some performance limits of the kneed and non-kneed passive-dynamic walking mach...
Even though bipedal walking robots have been studied for decades, they still suffer from poor energy...
Even though bipedal walking robots have been studied for decades, they still suffer from poor ener...
Even though bipedal walking robots have been studied for decades, they still suffer from poor ener...
Even though bipedal walking robots have been studied for decades, they still suffer from poor ener...
Limit cycle walkers are bipeds that exhibit a stable cyclic gaitwithout requiring local controllabil...
Abstract—Limit cycle walkers are bipeds that exhibit a stable cyclic gait without requiring local co...
In this paper, we investigate dynamic walking as a convergence to the system's own limit cycles...
This work explores regulation of forward speed, step length, and slope walking for the passive-dynam...
Within the field of humanoid robotics, stability and robustness during gait is a reoccurring challen...
robots removes the constraint of dynamic balance at every instance during gait. We hypothesize that ...
Limit cycle walkers (LCWs) are biped robots that exhibit a stable cyclic gait without requiring loca...
Bipedal locomotion may occur over imperfect surfaces with bumps or other features that disrupt stead...
A companion paper has addressed the problem of designing controllers that induce exponentially stabl...
A biped dynamic walker with two legs and two feet capable of walking in double support phase and all...
This paper addresses some performance limits of the kneed and non-kneed passive-dynamic walking mach...