2010Unpublished venueRequires access

Kinematic and dynamic analysis of 2-RRC+SPS parallel manipulator

Yongci Han, Xinhua Zhao, Meng Guangzhu

Open publisher page 1 citations

Abstract

A novel 2-RRC+SPS parallel manipulator with three translational movements is proposed. The kinematics and dynamics of the manipulator is analyzed. According to its geometric model, a kinematic equation is derived, from which can obtain direct and inverse solution of position. The inverse solution of velocity and acceleration are also derived. The dynamic equation of the manipulator based on the Lagrange equation is presented. Simulation results of the manipulator are obtained by using MATLAB software.

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What this paper is about

A novel 2-RRC+SPS parallel manipulator with three translational movements is proposed. The kinematics and dynamics of the manipulator is analyzed. According to its geometric model, a kinematic equation is derived, from which can obtain direct and inverse solution of position. The inverse solution of velocity and acceleration are also derived. The dynamic equation of the manipulator based on the Lagrange equation is presented. Simulation results of the manipulator are obtained by using MATLAB software.

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Available abstract

A novel 2-RRC+SPS parallel manipulator with three translational movements is proposed. The kinematics and dynamics of the manipulator is analyzed. According to its geometric model, a kinematic equation is derived, from which can obtain direct and inverse solution of position. The inverse solution of velocity and acceleration are also derived. The dynamic equation of the manipulator based on the Lagrange equation is presented. Simulation results of the manipulator are obtained by using MATLAB software.

Key concepts: Kinematics, Parallel manipulator, Acceleration, MATLAB, Manipulator (device), Dynamic equation, Kinematics equations, Inverse kinematics

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