2020
DOI: 10.1109/lra.2020.2976328
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Kinematic Modeling and Trajectory Tracking Control of an Octopus-Inspired Hyper-Redundant Robot

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Cited by 31 publications
(12 citation statements)
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“…where θ l (t) ∈ R n and θ r (t) ∈ R n are respectively left and right antennae for searching the optimal joint angle by the beetle, R(•) : R n → R n denotes the searching limit function, θ(t) ∈ R n denotes the current joint angle of the redundant manipulator at time instant t, λ(t) ∈ R denotes the antenna length/distance of the beetle as the exploration parameter, and b ∈ R n denotes the randomly-generated searching direction Initially generate δ(t) and λ(t) according to (12) and (13) 6for i <= n do ii) Compute antennaes θ l (t) ∈ R n and θ r (t) ∈ R n with b according to formulas (8) and (9) 9iii) Make θ l (t) and θ r (t) within the exploration limit based on 1010 iv) Calculate the fitness of the antennaes using 711 v) Determine the position of the ith beetle using (11) and standardize it into the allowed space with (10)…”
Section: A Generating Searching Antennae For Beetle In Joint Spacementioning
confidence: 99%
“…where θ l (t) ∈ R n and θ r (t) ∈ R n are respectively left and right antennae for searching the optimal joint angle by the beetle, R(•) : R n → R n denotes the searching limit function, θ(t) ∈ R n denotes the current joint angle of the redundant manipulator at time instant t, λ(t) ∈ R denotes the antenna length/distance of the beetle as the exploration parameter, and b ∈ R n denotes the randomly-generated searching direction Initially generate δ(t) and λ(t) according to (12) and (13) 6for i <= n do ii) Compute antennaes θ l (t) ∈ R n and θ r (t) ∈ R n with b according to formulas (8) and (9) 9iii) Make θ l (t) and θ r (t) within the exploration limit based on 1010 iv) Calculate the fitness of the antennaes using 711 v) Determine the position of the ith beetle using (11) and standardize it into the allowed space with (10)…”
Section: A Generating Searching Antennae For Beetle In Joint Spacementioning
confidence: 99%
“…The most used method is the piecewise constant curvature method proposed by Ian Walker. This method is simple and practical and has a wide range of applications ( Lafmejani et al, 2020 ). At the same time, to improve the accuracy of modeling, many scholars have also proposed more complex modeling methods, such as the variable curvature method and the Cosserat rod method.…”
Section: Introductionmentioning
confidence: 99%
“…Based on the kinematics equation, Xiang and Li et al 2 proposed a dynamic rotational trajectory planning approach of cable-driven parallel robot for passing through singular orientations. Lafmejani and Doroudchi et al 3 dealt with the forward and inverse kinematic problems of hyper-redundant robots inspired by octopus arms based on a 6-DOF (Degree of Freedom) Gough-Stewart parallel platform and planned trajectory of the moving platform. Lu and Ding et al 4 analyzed the comprehensive kinematics characteristics of 3-PUU parallel manipulator and proposed a minimum-jerk trajectory planning approach to solve the trajectory generation problem.…”
Section: Introductionmentioning
confidence: 99%