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Active Force Control with Nonlinear Predictive Control based on Receding-Horizon Cost Function Optimization for Five-Link Biped Model in Sagittal Plane

机译:基于倒退的地平成本函数优化的非线性预测控制的主动力控制,在矢状平面中的五挂进模型

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This paper discusses about the incorporation of Nonlinear Predictive Controller (NPC) with Active Force Control (AFC) that applied to a five-link biped robot model has been investigated and simulated. The NPC control law of the system is based on prediction model which is obtained via Taylor series expansion. From the receding horizon cost function minimization, the optimal control is computed directly. AFC gives an excellent trajectory performance and robust against various types of known/unknown uncertainties and able to cancel the disturbances' effects on the biped system. The five-link bipedal walking model consists an upper body and two legs (thigh and shank in every leg) which constraint within the sagittal plane. The effectiveness of the proposed technique is studied in this case. It is found that this technique gives robust and stable to the control system although it is under disturbances' influence.
机译:本文讨论了使用应用于五连杆Biped机器人模型的主动力控制(AFC)的非线性预测控制器(NPC)的讨论已经研究和模拟。 该系统的NPC控制定律基于通过泰勒序列扩张获得的预测模型。 从后退地平线成本函数最小化,直接计算最佳控制。 AFC为各种类型的已知/未知的不确定性提供了出色的轨迹性能和强大,并能够取消对Biped系统的扰动效果。 五连续双面行走模型包括一个上身和两条腿(每个腿部的大腿和小腿),在矢状平面内约束。 在这种情况下,研究了所提出的技术的有效性。 发现该技术为控制系统提供了稳健且稳定,尽管它处于干扰的影响。

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