1980
DOI: 10.1016/0094-114x(80)90001-4
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A displacement analysis of the general spatial 7-link, mechanism

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Cited by 97 publications
(34 citation statements)
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“…This bound was made constructive by Duffy and Crane [29] and reduced to 16 by Primrose [94]. However, it was Lee and Liang [57] who gave a constructive procedure for finding the inverse kinematic solutions for a general manipulator.…”
Section: Bibliographymentioning
confidence: 99%
“…This bound was made constructive by Duffy and Crane [29] and reduced to 16 by Primrose [94]. However, it was Lee and Liang [57] who gave a constructive procedure for finding the inverse kinematic solutions for a general manipulator.…”
Section: Bibliographymentioning
confidence: 99%
“…La metodología a utilizar para establecer los parámetros de referencia entre elementos del robot, es la teoría unificada de [10], la cual ha sido implementada con éxito en la cinemática de manipuladores seriales complejos, como el robot de seis eslabones [11], e inclusive en aplicaciones espaciales [12; 13]. De acuerdo con [14], los elementos tridimensionales se definen usando seis parámetros cinemáticos, que se muestran en la figura 2 y que son explicados a continuación.…”
Section: Cinemática De Posición Del Manipulador Movemaster Rv-m1unclassified
“…It has been shown that the kinematic behaviour of robots can be described in terms of a set of polynomials that can be solved iteratively (Manseur and Doty 1992a, 1992b. One such method features a set of eight polynomials 188 Industrial Robotics: Theory, Modelling and Control which were solved numerically to obtain different possible solutions to the inverse position problem; it could therefore be concluded that the maximum number of meaningful solutions to the inverse position problem of a general robotic structure is 16 (Tsai and Morgan 1985), rather than 32 as had previously been suggested (Duffy and Crane, 1980). However it has been pointed out that a manipulator with 16 different real inverse position solutions can seldom be found in real life (Manseur and Doty, 1989).…”
Section: Literature Surveymentioning
confidence: 99%
“…The theory of dual-number algebra was introduced into the field of kinematics back in the 1960's (Yang and Freudenstein, 1964); and it did appeal to researchers in the field of robot kinematics (Pennock and Yang, 1985;Gu and Luh, 1987;Pardeep et al, 1989). In addition to these approaches, which are based on matrices, vector methods were also employed in the field of kinematic analysis of robots (Duffy, 1980;Liang, 1988A and1988B). Many industrial robots possess parallel and intersecting joint-axes and their direct-position models can be inverted analytically such that closed-form solutions may be obtained for the joint-displacements (Gupta, 1984;Pennock and Yang, 1985;Pardeep et al, 1989;Wang and Bjorke, 1989).…”
Section: Literature Surveymentioning
confidence: 99%