2014Journal of Jiamusi UniversityRequires access

Research on Direct Kinematics for 3-RPS Parallel Mechanism

Ren Wen-b

Open publisher page 1 citations

Abstract

Direct kinematics of parallel mechanism is a complex and nonlinear problem of attitude coupled and position. Generally it is difficult to obtain closed- form analytical solution. And inverse kinematics equations of the mechanism were derived. The direct kinematics problem of 3- RPS parallel mechanism was solved by analytical method,positive solution of the equation formula and coefficient values were given and obtained in closed- form analytical solution. The reliability of the method was verified based on solve specific numerical examples and drew part of the space agency graphical with all the position solution.

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What this paper is about

Direct kinematics of parallel mechanism is a complex and nonlinear problem of attitude coupled and position. Generally it is difficult to obtain closed- form analytical solution. And inverse kinematics equations of the mechanism were derived. The direct kinematics problem of 3- RPS parallel mechanism was solved by analytical method,positive solution of the equation formula and coefficient values were given and obtained in closed- form analytical solution. The reliability of the method was verified based on solve specific numerical examples and drew part of the space agency graphical with all the position solution.

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Available abstract

Direct kinematics of parallel mechanism is a complex and nonlinear problem of attitude coupled and position. Generally it is difficult to obtain closed- form analytical solution. And inverse kinematics equations of the mechanism were derived. The direct kinematics problem of 3- RPS parallel mechanism was solved by analytical method,positive solution of the equation formula and coefficient values were given and obtained in closed- form analytical solution. The reliability of the method was verified based on solve specific numerical examples and drew part of the space agency graphical with all the position solution.

Key concepts: Kinematics, Inverse kinematics, Kinematics equations, Mechanism (biology), Position (finance), Nonlinear system, Mathematics, Reliability (semiconductor)

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