2010
DOI: 10.1163/016918610x493552
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Online Walking Motion Generation with Automatic Footstep Placement

Abstract: The goal of this paper is to demonstrate the capacity of Model Predictive Control to generate stable walking motions without the use of predefined foot steps. Building up on well-known Model Predictive Control schemes for walking motion generation, we show that a minimal modification of these schemes allows designing an online walking motion generator which can track a given reference speed of the robot and decide automatically the foot step placement. Simulation results are proposed on the HRP-2 humanoid robo… Show more

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Cited by 295 publications
(368 citation statements)
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“…The force distribution constraint between feet in DSP is detailed in AppendixB. For λ = 1 in (4) we obtain a walking pattern close to [7][9], while for λ = 0 we obtain a ZMP trajectory similar to [8]. Intermediate values of λ give compromises between the two extreme behaviors.…”
Section: Optimization Criteriamentioning
confidence: 97%
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“…The force distribution constraint between feet in DSP is detailed in AppendixB. For λ = 1 in (4) we obtain a walking pattern close to [7][9], while for λ = 0 we obtain a ZMP trajectory similar to [8]. Intermediate values of λ give compromises between the two extreme behaviors.…”
Section: Optimization Criteriamentioning
confidence: 97%
“…Several works formulate the walking gait as an optimization problem [7][8] [9]. They use an inverted pendulum model with a point mass to study feet convex-hull ZMP and not the whole ZMP trajectory of each foot.…”
Section: Walking Pattern Generatormentioning
confidence: 99%
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“…Herdt et al (2010) cope with this problem by regulating the velocity of the CoM to a desired mean valueẋ r . Considering the current position of the foot on the ground, x c (k), the positions of the following steps x f (k) are adapted automatically using the selection matrices S c (k + 678 P.A.…”
Section: 1mentioning
confidence: 99%
“…Thus, they are linear with respect to the position of the foot step but nonlinear with respect to its orientation. As a consequence, there is no feasible way to solve QP for reorienting the foot steps (Herdt et al, 2010). Algorithm 1.…”
Section: ) and S(k + 1) The Qp Is Then Rewritten Asmentioning
confidence: 99%