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Orbital stabilization of an underactuated bipedal gait via nonlinear H-infinity-control using measurement feedback

机译:使用测量反馈通过非线性H型无限远控制通过非线性H-无限远离轨道稳定

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The primary concern of the work is robust control of hybrid mechanical systems under unilateral constraints with underactuation degree one. Nonlinear H-infinity output feedback synthesis is developed in the hybrid setting, covering collision phenomena. Sufficient conditions are presented to ensure internal asymptotic stability while also attenuating external disturbances and plant uncertainties. The developed synthesis is applied to the orbital stabilization of an underactuated bipedal robot periodically touching the ground. Good performance of the closed-loop system is obtained not only in the presence of measurement noise and external disturbances, affecting the gait of the biped between collision time instants, but also under uncertainties at the velocity restitution when the ground collision occurs.
机译:该工作的主要关注点是在单侧约束下的混合机械系统的强大控制,其无疾病程度。 非线性H-Infinity输出反馈合成是在混合设定中开发的,覆盖碰撞现象。 提出了充分的条件以确保内部渐近稳定性,同时还衰减外部干扰和植物不确定性。 在周期性地接触地面,将开发的合成应用于废除后两种机器人的轨道稳定。 闭环系统的良好性能不仅在存在测量噪声和外部干扰的情况下,影响了碰撞时间瞬间之间的抖动的步态,而且在地面碰撞发生时的不确定因素下。

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