Properties of simple strategies for swinging up an inverted pendulum are discussed. It is shown that the behavior critically depends on the ratio of the maximum acceleration of the pivot to the acceleration of gravity. A comparison of energy-based strategies with minimum time strategy gives interest
VSS-version of energy-based control for swinging up a pendulum
β Scribed by A.S. Shiriaev; O. Egeland; H. Ludvigsen; A.L. Fradkov
- Publisher
- Elsevier Science
- Year
- 2001
- Tongue
- English
- Weight
- 149 KB
- Volume
- 44
- Category
- Article
- ISSN
- 0167-6911
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β¦ Synopsis
A new algorithm ensuring global attractivity of the upright (unstable) equilibrium of a pendulum, based on the variable structure system-version of the energy-speed-gradient method, is proposed. It is shown that global attractivity cannot be obtained with continuous static state feedback. A detailed global analysis of the transient behavior of the closed loop system is presented. In addition, it is shown that the global attractivity of the upright equilibrium can be achieved by applying a control of arbitrarily small magnitude.
π SIMILAR VOLUMES
Since the governing equation of a pendulum is nonlinear, the analytical control law is difficult to obtain. In this paper, we use a manual control method to obtain the control law for swinging up of the pendulum. In the manual control method, the operator is required to control the target system ski
We propose an energy-based control method for a multilocomotion robot to improve the stability of continuous brachiation. The target continuous brachiation is an effective locomotion from one bar to another exchanging a kinetic energy with potential energy like a pendulum. Our control strategy for t