Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw Theory

In this paper the kinematic analysis of a six-legged robot, hereafter named Hex-piderix , is carried out. A three revolute (3R) chain has been chosen for each limb in order to mimic the leg structure of an insect. The rotation matrix, with unitary vectors, and the Denavit-Hartenberg (D-H) convention...

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Main Authors: Xochitl Yamile Sandoval-Castro, Mario Garcia-Murillo, Luis Alberto Perez-Resendiz, Eduardo Castillo-Castañeda
Format: Article
Language:English
Published: SAGE Publishing 2013-01-01
Series:International Journal of Advanced Robotic Systems
Online Access:https://doi.org/10.5772/53796
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spelling doaj-5a21fce376704d7b9d4651406a4c98cf2020-11-25T03:24:07ZengSAGE PublishingInternational Journal of Advanced Robotic Systems1729-88142013-01-011010.5772/5379610.5772_53796Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw TheoryXochitl Yamile Sandoval-Castro0Mario Garcia-Murillo1Luis Alberto Perez-Resendiz2Eduardo Castillo-Castañeda3 Centro de Investigacion en Ciencia Aplicada y Tecnologia Avanzada (CICATA)-IPN, Mexico Centro de Investigacion en Ciencia Aplicada y Tecnologia Avanzada (CICATA)-IPN, Mexico Instituto Tecnologico de Queretaro (ITQ), Mexico Centro de Investigacion en Ciencia Aplicada y Tecnologia Avanzada (CICATA)-IPN, MexicoIn this paper the kinematic analysis of a six-legged robot, hereafter named Hex-piderix , is carried out. A three revolute (3R) chain has been chosen for each limb in order to mimic the leg structure of an insect. The rotation matrix, with unitary vectors, and the Denavit-Hartenberg (D-H) conventions are used to find the pose of the thorax. The problem of inverse position is solved by geometrical analysis. The direct and inverse infinitesimal kinematics are obtained by the reciprocal screw theory, considering a suction cup attached to each leg and modelling it as a UP linkage. A numerical example of the thorax pose was made by solving the equations obtained from the direct position analysis. The equations of the inverse position analysis were solved to obtain the angles of the joints. Finally, the velocity values of the thorax obtained from the infinitesimal kinematics were validated by simulating the movements of Hex-piderix using specialized software.https://doi.org/10.5772/53796
collection DOAJ
language English
format Article
sources DOAJ
author Xochitl Yamile Sandoval-Castro
Mario Garcia-Murillo
Luis Alberto Perez-Resendiz
Eduardo Castillo-Castañeda
spellingShingle Xochitl Yamile Sandoval-Castro
Mario Garcia-Murillo
Luis Alberto Perez-Resendiz
Eduardo Castillo-Castañeda
Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw Theory
International Journal of Advanced Robotic Systems
author_facet Xochitl Yamile Sandoval-Castro
Mario Garcia-Murillo
Luis Alberto Perez-Resendiz
Eduardo Castillo-Castañeda
author_sort Xochitl Yamile Sandoval-Castro
title Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw Theory
title_short Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw Theory
title_full Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw Theory
title_fullStr Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw Theory
title_full_unstemmed Kinematics of Hex-Piderix - A Six-Legged Robot - Using Screw Theory
title_sort kinematics of hex-piderix - a six-legged robot - using screw theory
publisher SAGE Publishing
series International Journal of Advanced Robotic Systems
issn 1729-8814
publishDate 2013-01-01
description In this paper the kinematic analysis of a six-legged robot, hereafter named Hex-piderix , is carried out. A three revolute (3R) chain has been chosen for each limb in order to mimic the leg structure of an insect. The rotation matrix, with unitary vectors, and the Denavit-Hartenberg (D-H) conventions are used to find the pose of the thorax. The problem of inverse position is solved by geometrical analysis. The direct and inverse infinitesimal kinematics are obtained by the reciprocal screw theory, considering a suction cup attached to each leg and modelling it as a UP linkage. A numerical example of the thorax pose was made by solving the equations obtained from the direct position analysis. The equations of the inverse position analysis were solved to obtain the angles of the joints. Finally, the velocity values of the thorax obtained from the infinitesimal kinematics were validated by simulating the movements of Hex-piderix using specialized software.
url https://doi.org/10.5772/53796
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