2017 IEEE/RSJ International Conference on Intelligent Robots and Systems (IROS) 2017
DOI: 10.1109/iros.2017.8202159
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Master manipulator designed for highly articulated robotic instruments in single access surgery

Abstract: The performance of a master-slave robotic system depends significantly on the ergonomics and the capability of its master device to correctly interface the user with the slave robot. Master manipulators generating commands in task space represent a commonly adopted solution for controlling a range of slave robots while retaining an ergonomic design. However, these devices present several drawbacks, such as requiring the use of clutching mechanics to compensate for the mismatch between slave and master workspac… Show more

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Cited by 15 publications
(13 citation statements)
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“…Thus, the modified inverse condition number 1κc is calculated as 1κc=1normalJcnormalJc1 where, normalJnormalc is the joint limit considered Jacobian of the gripper. This Jacobian is calculated by penalizing the column vectors jiq individually as follows: jiq=Piqjig where jig is the i th column of the gripper and Piq is a penalty function applied to the Jacobian 13 . This function is calculated as follows: Piq=1exp{4κq(qiqi,min)(qi,maxqi)(qi,maxqi,min)2}1exp{κq} where q i is the i th joint value; q i,min and q i,max are the lower and upper limit of the i th joint corresponding to the motion ranges of the wrist respectively; and κ q is a scaling coefficient, that specifies the functional shape.…”
Section: Methodsmentioning
confidence: 99%
See 1 more Smart Citation
“…Thus, the modified inverse condition number 1κc is calculated as 1κc=1normalJcnormalJc1 where, normalJnormalc is the joint limit considered Jacobian of the gripper. This Jacobian is calculated by penalizing the column vectors jiq individually as follows: jiq=Piqjig where jig is the i th column of the gripper and Piq is a penalty function applied to the Jacobian 13 . This function is calculated as follows: Piq=1exp{4κq(qiqi,min)(qi,maxqi)(qi,maxqi,min)2}1exp{κq} where q i is the i th joint value; q i,min and q i,max are the lower and upper limit of the i th joint corresponding to the motion ranges of the wrist respectively; and κ q is a scaling coefficient, that specifies the functional shape.…”
Section: Methodsmentioning
confidence: 99%
“…This allows the surgeon to control the slave within safe limits, which is unlike a Cartesian space mapping method between the slave and master devices 12 . Wisanuvej et al 13 proposed a six‐DOFs master manipulator to manipulate a six‐DOFs surgical instrument for a single‐port robot system for transanal microsurgery. A joint mapping method considering the joint limit was proposed by using force feedback to solve the need for clutching and the lack of intuitive access.…”
Section: Introductionmentioning
confidence: 99%
“…Using this penalty function, the individual columns of J and C are penalized when the ith joint value q i approaches the limits q i,min or q i,max . This penalization approach has been used to contraint the robot Jacobian in [11], [22]. Now, by substituting the constrained Jacobian J c and compliance matrix C c in (4) and (10), we can calculate the VME, CME, and UME considering the robot's mechanical constraints.…”
Section: E Manipulability Constraintsmentioning
confidence: 99%
“…The parallel mechanism is designed to control 3 DOFs translational motion and the serial mechanism is a 4 DOFs quadruple-axial concurrent redundant mechanism designed to control three posture angles. Wisanuvej et al [24] presented a joint-space master manipulator for highly articulated robotic instruments in single access surgery. This serial-link manipulator emulates the kinematic structure of highly flexible surgical instruments which is designed to control and use 6 active DOFs to compensate for its own weight and provide force feedback.…”
Section: Introductionmentioning
confidence: 99%