2010
DOI: 10.1007/s10514-009-9169-0
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CPG-based control of a turtle-like underwater vehicle

Abstract: Abstract-We present a new bio-inspired control strategy for an autonomous underwater vehicle by constructing coupled nonlinear oscillators, similar to the animal central pattern generators (CPGs). Using contraction theory, we show that the network of oscillators globally converges to a specific pattern of oscillation. We experimentally validate the proposed control law using a turtle-like underwater vehicle, whose fin actuators successfully exhibit a pattern that resembles the motion of fore limbs of a swimmin… Show more

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Cited by 111 publications
(27 citation statements)
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“…An attraction of the Hopf oscillator is its circular limit cycle with a radius of μ and a frequency of ω, along with the intrinsic synchronization property, making it an ideal building block to establish CPGs for robotic locomotion like swimming, flying, and walking [53], [54], [56], [58], [99].…”
Section: ) Matsuoka Nomentioning
confidence: 99%
“…An attraction of the Hopf oscillator is its circular limit cycle with a radius of μ and a frequency of ω, along with the intrinsic synchronization property, making it an ideal building block to establish CPGs for robotic locomotion like swimming, flying, and walking [53], [54], [56], [58], [99].…”
Section: ) Matsuoka Nomentioning
confidence: 99%
“…In [15], by using contraction theory, it has been proved that the oscillators in the model (5) synchronize globally and exponentially with strong enough couplings. As pointed in [9], the scalability of the GIM is indeed an important virtue for generation the similar locomotion behaviors that can be made identical with appropriate temporal scaling and spatial scaling.…”
Section: Fish-like Swimming Gaits Generationmentioning
confidence: 99%
“…In the first experiment described as Eq. (15), the output of the system V t is recorded when the input is the desired speed V r . Then, in the second experiment described as Eq.…”
Section: Feedback Control Design With Iftmentioning
confidence: 99%
“…Such disturbance commonly exists in circumstances that a manipulator moves back and forth [3,4]. Normally, PID controllers can bring satisfying tracking performance when the friction is a constant or proportional to the movement speed [5][6][7]. Due to the un-modeled hydrodynamics and the uncertainties among parameters of mathematical model of fish robot, it is a challenge for the motorized robot system to track the periodical gait control signals in water environment.…”
Section: Introductionmentioning
confidence: 99%