2018
DOI: 10.1109/lra.2018.2794620
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Dynamic Locomotion Through Online Nonlinear Motion Optimization for Quadrupedal Robots

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Cited by 165 publications
(207 citation statements)
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“…Different approaches on legged robots apply simple CPG approaches for temporal coordination [Kalakrishnan et al, 2010;Ijspeert, 2014]. While these excel at spatial coordination in rough terrain, recently Bellicoso et al, [2018] argued that-for their case of a quadruped robot-climbing and changing environmental situations also require adaptation on the temporal level which appeared difficult when dealing with fixed gaits.…”
Section: Control Of the Movement Of An Individual Legmentioning
confidence: 99%
“…Different approaches on legged robots apply simple CPG approaches for temporal coordination [Kalakrishnan et al, 2010;Ijspeert, 2014]. While these excel at spatial coordination in rough terrain, recently Bellicoso et al, [2018] argued that-for their case of a quadruped robot-climbing and changing environmental situations also require adaptation on the temporal level which appeared difficult when dealing with fixed gaits.…”
Section: Control Of the Movement Of An Individual Legmentioning
confidence: 99%
“…Kalakrishnan et al [11] demonstrated robust locomotion over challenging terrain with a quadrupedal robot: to date this remains the state-of-the-art for rough terrain locomotion. Recently, Bellicoso et al [12] demonstrated dynamic gaits, smooth transitions between them, and agile outdoor locomotion with a similar controller design. Yet despite their attractive properties, modular designs have limitations.…”
Section: Introductionmentioning
confidence: 99%
“…Fortunately, research in traditional legged locomotion offers solutions to bridge this gap. The quadrupedal robot ANYmal (without wheels) performs highly dynamic motions using MPC [16], [17] and TO [18], [19] approaches. Impressive results are shown by MIT Cheetah, which performs blind locomotion over stairs [20] and jumps onto a desk with the height of 0.76 m [21].…”
Section: A Related Workmentioning
confidence: 99%
“…The gravito-inertial wrench [28] is given by f gi = m · (g −r COM ) ∈ R 3 and m gi = m · r COM × (g −r COM ) −l COM ∈ R 3 , where m is the mass of the robot, l COM ∈ R 3 is the angular momentum of the COM, and g ∈ R 3 is the gravity vector. In contrast to [11], [16], the line coefficients d(t) = [p(t) q(t) r(t)] T that describe an edge of a support polygon depend on time t, since the contact points of wheeled-legged robots continue to move even when a leg is in contact, unlike conventional legged robots. The ZMP inequality constraint is sampled over the time horizon t f with a fixed sampling time ∆t = t k − t k−1 .…”
Section: Generalization Of Zmp Inequality Constraintmentioning
confidence: 99%
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