2013
DOI: 10.1017/s0263574713000696
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Practical feasibility of a high-precision 3-UPU parallel mechanism

Abstract: In this paper, we revisit the 3-degrees of freedom (DOF) pure translational mechanism. The mathematical model and the design considerations are discussed. A detailed sensitivity and error analysis is carried out and the results are discussed in a new perspective. The feasibility of the practical 3-DOF pure translational mechanism is established with novel design considerations to take care of theoretical mobility and geometrical constraints. We describe and validate the theoretical observations with stage-wise… Show more

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Cited by 9 publications
(6 citation statements)
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“…In addition, by comparing the four 3-DOF TMPs in the Tsai and Joshi (2001), the rail guides of linear actuators in 3-PUU TMPs (where P stands for a prismatic pair) make the fixed platform too large to be a waist for biped locomotors, while 3-RUU and UPU TMPs (where R stands for a revolute pair) can be expected to be useful for leg designs. Furthermore, Bhutani and Dwarakanath (2014) have presented a high-precision prototype as based on 3-UPU TMP and they validated the practical feasibility of this design in terms of repeatability and trajectory following accuracy for various payloads.…”
Section: Introductionmentioning
confidence: 86%
“…In addition, by comparing the four 3-DOF TMPs in the Tsai and Joshi (2001), the rail guides of linear actuators in 3-PUU TMPs (where P stands for a prismatic pair) make the fixed platform too large to be a waist for biped locomotors, while 3-RUU and UPU TMPs (where R stands for a revolute pair) can be expected to be useful for leg designs. Furthermore, Bhutani and Dwarakanath (2014) have presented a high-precision prototype as based on 3-UPU TMP and they validated the practical feasibility of this design in terms of repeatability and trajectory following accuracy for various payloads.…”
Section: Introductionmentioning
confidence: 86%
“…These results were exploited by Parenti-Castelli et al to build a prototype [13,14] of the Tsai 3-UPU that worked correctly. Later, the same results together with an in-depth analysis of the joint-clearance effects allowed for Bhutani and Dwarakanath [17,18] to build a "high-precision" Tsai 3-UPU that could be used as a measuring machine.…”
Section: Introductionmentioning
confidence: 94%
“…These results were exploited by Parenti-Castelli et al to build a prototype [13,14] of the Tsai 3-UPU that worked correctly. Later, the same results together with an in-depth analysis of the joint-clearance effects allowed for Bhutani and Dwarakanath [17,18] to build a "high-precision" Tsai 3-UPU that could be used as a measuring machine. In the SNU 3-UPU (Figure 1d), the base (platform) triangle A 1 A 2 A 3 (B 1 B 2 B 3 ) is an equilateral triangle, and the unit vectors w 1i (w 4i ), i = 1, 2, 3, lie on three R-pair axes that have the center of this triangle as a common intersection.…”
mentioning
confidence: 94%
“…The solution of positive kinematics can be solved by Netwon-Rapson iteration [16]. Bhutani and Dwarakanath [17] studied the kinematics of the 3UPU parallel platform with translation only, analyzed singularity, and get the singularity-free workspace. Lu et al [18] analyzed the kinematics of two 3UPU parallel platforms with different structures, and obtained the displacement, velocity, acceleration, and workspace of the two structures.…”
Section: Introductionmentioning
confidence: 99%