2019
DOI: 10.1504/ijcsyse.2019.103649
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Inverse kinematic solution of 6-DOF industrial robot using nero-fuzzy technology

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Cited by 4 publications
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“…The algebraic strategy includes Jacobian, Grobner bases, the product of exponential [6], analytical inverse kinematics [7][8], conformal geometric algebra [9], and generalised analytical methods [10]. In the iterative approach, several strategies have been proposed, such as Artificial Neural Network [11] [12], iterative algorithm [13], genetics algorithm, ANFIS, Fuzzy Logic, evolution algorithm (EA) [14] [15], and iterative algorithm [16] [17]. The geometric approach offers a simpler calculation such as repetitive basic inverse kinematics of a two-link [18], the angular deflection of the upper platform concerning the lower platform [19], a non-iterative geometric approach for inverse kinematics [20], and a modified modal method [21] [22].…”
Section: Introductionmentioning
confidence: 99%
“…The algebraic strategy includes Jacobian, Grobner bases, the product of exponential [6], analytical inverse kinematics [7][8], conformal geometric algebra [9], and generalised analytical methods [10]. In the iterative approach, several strategies have been proposed, such as Artificial Neural Network [11] [12], iterative algorithm [13], genetics algorithm, ANFIS, Fuzzy Logic, evolution algorithm (EA) [14] [15], and iterative algorithm [16] [17]. The geometric approach offers a simpler calculation such as repetitive basic inverse kinematics of a two-link [18], the angular deflection of the upper platform concerning the lower platform [19], a non-iterative geometric approach for inverse kinematics [20], and a modified modal method [21] [22].…”
Section: Introductionmentioning
confidence: 99%