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Optimal Design of a Parallel Manipulator for Aliquoting of Biomaterials Considering Workspace and Singularity Zones

Dmitry Malyshev, Larisa Rybak, Giuseppe Carbone, Т. А. Семененко, Anna Nozdracheva

2022Applied Sciences24 citationsDOIOpen Access PDF

Abstract

This article presents the concept of a robotic system for aliquoting of biomaterial, consisting of a serial manipulator in combination with a parallel Delta-like robot. The paper describes a mathematical formulation for approximating the geometric constraints of the parallel robot as a set of solutions to a system of nonlinear inequalities. The analysis of the workspace is carried out, taking into account singularity zones, using a method based on the analysis of the Jacobian matrix of the mechanism and the interference of links. An optimal design procedure is proposed for the dimensional synthesis based on a criterion for maximizing the volume of the workspace, taking into account the ambiguity of the solution of the inverse kinematics. Simulation results are reported and discussed to propose a suitable design solution.

Topics & Concepts

WorkspaceJacobian matrix and determinantParallel manipulatorSingularityComputer scienceNonlinear systemKinematicsInverse kinematicsSerial manipulatorRobotControl theory (sociology)Control engineeringMathematicsEngineeringApplied mathematicsArtificial intelligenceControl (management)Mathematical analysisQuantum mechanicsPhysicsClassical mechanicsRobotic Mechanisms and DynamicsManufacturing Process and OptimizationRobot Manipulation and Learning